1What does the world coordinate system represent when working with NINO V2?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.A frame attached to the gripper
B.A fixed reference frame for the robot
C.A frame that changes with every joint
D.A temporary frame generated separately for each motor during every movement
Correct Answer: A fixed reference frame for the robot
Explanation:
The world coordinate system is a fixed reference frame used to describe the robot's position and orientation.
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2Which coordinate system normally moves along with the gripper of NINO V2?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.Laboratory coordinate system
B.World coordinate system
C.Floor coordinate system
D.Gripper coordinate system
Correct Answer: Gripper coordinate system
Explanation:
The gripper coordinate system is attached to the gripper and moves when the gripper moves.
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3What information is described by the position of the gripper?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.Its motor voltage
B.Its surface color
C.Its angular direction
D.Its location in space
Correct Answer: Its location in space
Explanation:
Position specifies where the gripper is located in a selected coordinate system.
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4What information is described by the orientation of the gripper?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.Its mass value
B.Its location only
C.Its travel speed
D.Its angular direction
Correct Answer: Its angular direction
Explanation:
Orientation describes the angular direction or alignment of the gripper.
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5Which three values commonly represent a position in Cartesian coordinates?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.Current, voltage, and power
B.Length, mass, and time
C., , and
D.Roll, pitch, and yaw
Correct Answer: , , and
Explanation:
A Cartesian position is commonly represented by the coordinates , , and .
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6Which set of angles is commonly used to describe gripper orientation?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.Length, width, and height
B.Roll, pitch, and yaw
C.Speed, time, and distance
D.Force, mass, and acceleration
Correct Answer: Roll, pitch, and yaw
Explanation:
Roll, pitch, and yaw are commonly used to describe orientation about three coordinate axes.
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7What is the usual size of a homogeneous transformation matrix in three-dimensional robotics?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.
B.
C.
D.
Correct Answer:
Explanation:
A homogeneous transformation matrix combines rotation and translation in three-dimensional space.
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8Which part of a homogeneous transformation matrix represents orientation?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.The translation block
B.The final scalar element
C.The complete bottom row together with all joint angles
D.The rotation block
Correct Answer: The rotation block
Explanation:
The upper-left block is the rotation matrix and represents orientation.
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9Which part of a homogeneous transformation matrix represents position?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.The bottom row
B.The translation column
C.The diagonal elements
D.The rotation block
Correct Answer: The translation column
Explanation:
The translation column contains the , , and position components.
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10What does an identity transformation indicate?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.Maximum joint displacement
B.Rotation without translation
C.Translation without rotation
D.No rotation and no translation
Correct Answer: No rotation and no translation
Explanation:
An identity transformation leaves both position and orientation unchanged.
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11What is the purpose of the inverse of a transformation from the gripper frame to the world frame?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.To increase the gripper's movement speed
B.To calculate the robot's battery level
C.To reset all motors and return every joint to its mechanical limit
D.To obtain the world-to-gripper transformation
Correct Answer: To obtain the world-to-gripper transformation
Explanation:
Taking the inverse reverses the direction of the transformation between the two coordinate frames.
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12If the gripper moves along its own -axis, which reference frame defines that motion?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.The camera frame
B.The world frame
C.The gripper frame
D.The floor frame
Correct Answer: The gripper frame
Explanation:
Motion along the gripper's own axis is described with respect to the gripper coordinate system.
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13If NINO V2's gripper rotates without changing its location, which quantity changes?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.Mass and speed
B.Position only
C.Position and mass
D.Orientation only
Correct Answer: Orientation only
Explanation:
A rotation at the same location changes orientation while keeping position unchanged.
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14If the gripper translates without rotating, which quantity remains unchanged?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.Position
B.Orientation
C.Location
D.Displacement
Correct Answer: Orientation
Explanation:
Pure translation changes position but does not change the gripper's orientation.
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15Why are coordinate transformations used in a NINO V2 laboratory exercise?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.To change the robot's physical mass
B.To express a pose in another frame
C.To measure the battery's chemical composition
D.To replace every joint motor with a different type of actuator
Correct Answer: To express a pose in another frame
Explanation:
A coordinate transformation expresses the same position and orientation relative to a different reference frame.
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16Which action is appropriate when verifying the calculated gripper position?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.Ignore the selected reference frame
B.Compare it with the observed robot pose
C.Compare only the color of the gripper
D.Change the robot's physical dimensions
Correct Answer: Compare it with the observed robot pose
Explanation:
Verification involves checking whether the calculated position agrees with the commanded or observed pose.
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17Before comparing two gripper positions, what should be confirmed?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.Both use the same coordinate frame
B.Both come from different robots
C.Both use different distance units
D.Both use unrelated axis directions and separate reference origins
Correct Answer: Both use the same coordinate frame
Explanation:
Positions can be compared directly only when they are expressed in the same coordinate frame and compatible units.
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18In a standard right-handed coordinate system, which axes are normally used?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A., , and
B., , and
C., , and
D., , and
Correct Answer: , , and
Explanation:
Three-dimensional robot coordinate systems normally use the mutually perpendicular , , and axes.
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19What should be checked when verifying the orientation of NINO V2's gripper?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.The robot's surface color
B.The gripper's axis directions
C.The battery charging duration
D.The laboratory temperature
Correct Answer: The gripper's axis directions
Explanation:
Orientation verification checks whether the gripper's local axes point in the expected directions.
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20What does the origin of the gripper coordinate system identify?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Easy
A.The complete path followed by every joint throughout the experiment
B.The reference point on the gripper
C.The robot's electrical power source
D.The center of the laboratory floor
Correct Answer: The reference point on the gripper
Explanation:
The gripper-frame origin is the selected reference point used to describe the gripper's pose.
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21In NINO V2, a point has world coordinates m. If the gripper frame origin is at m and both frames have the same orientation, what are the point coordinates relative to the gripper frame?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A. m
B. m
C. m
D. m
Correct Answer: m
Explanation:
With equal frame orientations, subtract the gripper origin from the world point: m.
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22A gripper frame in NINO V2 is rotated counterclockwise about the world -axis. A point has gripper coordinates m, and the gripper origin is at the world origin. What are its world coordinates?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A. m
B. m
C. m
D. m
Correct Answer: m
Explanation:
The world point is . A positive rotation about maps the gripper -axis to the world -axis.
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23Which homogeneous transformation matrix correctly represents a gripper translated by m and having no rotation relative to the NINO V2 world frame?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A.
B.
C.
D.
Correct Answer:
Explanation:
With no rotation, the rotation block is the identity matrix. The translation vector occupies the last column.
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24The measured gripper pose in the world frame is . To express a world-frame point using gripper coordinates during verification, which operation should be used?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A.
B.
C.
D.
Correct Answer:
Explanation:
The inverse transform changes coordinates from the world frame to the gripper frame, so .
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25A gripper orientation is represented by . Which condition best verifies that the measured orientation matrix is a valid rigid-body rotation matrix?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A. and
B. and
C. and
D. and
Correct Answer: and
Explanation:
A proper rotation matrix is orthonormal and has determinant , which preserves lengths and orientation.
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26The gripper origin is measured at m in the world frame. A target point is m, and the gripper axes are aligned with the world axes. What displacement should be observed in the gripper frame?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A. m
B. m
C. m
D. m
Correct Answer: m
Explanation:
Subtracting the gripper origin from the target gives m.
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27During a NINO V2 experiment, the gripper is rotated about the world -axis without translating. A point located m along the gripper -axis will appear where in world coordinates relative to the gripper origin?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A. m
B. m
C. m
D. m
Correct Answer: m
Explanation:
A rotation about reverses both the and directions. Thus the local displacement becomes a negative world displacement.
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28If the transformation from gripper to world is and the transformation from world to gripper is , what relationship should hold in an ideal verification?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A.
B.
C.
D.
Correct Answer:
Explanation:
A transform followed by its inverse returns the original coordinates, so their product must be the identity matrix.
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29A point has gripper coordinates . The measured transform is with m. What world position should be verified?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A. m
B. m
C. m
D. m
Correct Answer: m
Explanation:
Because the rotation is the identity, add the translation: m.
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30When the gripper frame is rotated relative to the world frame, why must the rotation matrix be applied before adding the gripper origin translation?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A.The rotation matrix contains the gripper origin
B.The translation vector must be rotated twice
C.Translation always changes the point orientation
D.The point must first be expressed in world-axis directions
Correct Answer: The point must first be expressed in world-axis directions
Explanation:
The local point coordinates must be rotated into world-axis directions before the world-frame translation is added: .
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31The world-frame position of the NINO V2 gripper is measured as m, while the expected calibration value is m. What is the position error vector measured minus expected?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A. m
B. m
C. m
D. m
Correct Answer: m
Explanation:
The error is calculated componentwise as measured minus expected, giving m.
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32A world-frame point is m. The gripper origin is m, and its -axis points opposite to the world -axis while its and axes are aligned. What are the gripper coordinates of the point?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A. m
B. m
C. m
D. m
Correct Answer: m
Explanation:
The world displacement from the gripper origin is m. Since the gripper -axis is reversed, its coordinate is m.
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33Which test most directly verifies both position and orientation of the NINO V2 gripper with respect to the world frame?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A.Check only the gripper battery voltage
B.Compare motor temperatures without frame data
C.Record only the robot walking speed
D.Transform known gripper-frame points and compare their world positions
Correct Answer: Transform known gripper-frame points and compare their world positions
Explanation:
Known points or axes in the gripper frame provide measurable evidence for both the translation and rotation components of the transformation.
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34The gripper pose changes while the grasped object remains fixed in the world. Which quantity should remain approximately constant when the object is transformed into world coordinates?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A.The gripper's local origin
B.The object's world-frame position
C.The gripper's joint angles
D.The object's gripper-frame position
Correct Answer: The object's world-frame position
Explanation:
A stationary object has constant world coordinates. Its gripper-frame coordinates change as the gripper moves or rotates.
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35A gripper-frame vector is . The gripper is rotated about the world -axis. What is the corresponding world-frame vector?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A.
B.
C.
D.
Correct Answer:
Explanation:
Applying the positive -rotation to the local -axis gives the negative world -axis.
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36For a homogeneous transform , which part specifies the position of the gripper origin in the world frame?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A.The determinant of
B.The translation column
C.The upper-left block
D.The bottom row
Correct Answer: The translation column
Explanation:
The vector gives the coordinates of the gripper-frame origin expressed in the world frame.
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37A measured orientation matrix has orthogonal columns but determinant . What does this indicate during NINO V2 transformation verification?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A.A pure translation measurement
B.A zero-position calibration error
C.A valid proper rotation matrix
D.A reflection or frame-convention error
Correct Answer: A reflection or frame-convention error
Explanation:
Orthogonality alone is insufficient. A physical proper rotation must have determinant ; determinant indicates a reflection or incorrect frame definition.
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38If the gripper origin is correct but every transformed point has an error that increases with its distance from the origin, which component is most likely incorrect?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A.The homogeneous bottom-right entry
B.The world-frame origin location
C.The unit label on the display
D.The gripper orientation matrix
Correct Answer: The gripper orientation matrix
Explanation:
Orientation errors rotate point offsets, so the resulting position error generally grows with the distance from the gripper origin.
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39A target is at world coordinates m. The gripper origin is m, and the gripper is aligned with the world frame. Along which gripper direction should the gripper move to reach the target?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A.Positive gripper direction
B.Positive gripper direction
C.Negative gripper direction
D.Positive gripper direction
Correct Answer: Positive gripper direction
Explanation:
The target displacement is m. With aligned frames, this is positive gripper motion.
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40Two independently computed transforms for the same NINO V2 gripper pose differ by a small translation but have identical rotation matrices. Which verification result is directly affected?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2
Medium
A.The handedness of the rotation axes
B.The determinant of the rotation matrix
C.The rotation orthogonality test
D.The transformed point positions
Correct Answer: The transformed point positions
Explanation:
A translation discrepancy changes the position of every transformed point, while the common rotation matrix keeps orientation tests unchanged.
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41A point measured in the gripper frame is . The gripper pose in the world frame is . What is the point's world-frame position?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
Compute . The rotation maps the gripper direction to world , so the point becomes before translation.
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42The gripper orientation relative to the world is a rotation about world . A tool vector is . Which world-frame vector should be observed if the transform convention is ?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
Using the right-hand convention, a positive rotation about maps the gripper axis to the world axis.
Incorrect! Try again.
43A measured homogeneous matrix has a rotation block whose columns are nearly orthogonal, but its determinant is . What is the most appropriate conclusion during NINO V2 transformation verification?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.The orientation includes a reflection and is invalid as a proper rotation
B.The orientation is valid if the gripper position is within tolerance
C.The matrix is valid because its determinant is close to one in magnitude
D.The translation vector must be recalculated before judging the orientation
Correct Answer: The orientation includes a reflection and is invalid as a proper rotation
Explanation:
A physically valid rotation matrix must satisfy and . A negative determinant indicates a reflection or frame-construction error.
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44The forward transform from gripper to world is . Which operation correctly converts a point recorded in the world frame into gripper coordinates?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
The inverse homogeneous transform reverses both the rotation and translation. For a rigid transform, .
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45A world-frame target is . The gripper origin is , and its axis points along world . What gripper-frame coordinates should the target have?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
The displacement in world coordinates is . Since gripper points along world , its gripper coordinate is .
Incorrect! Try again.
46Two independently measured rigid transforms are and . Which residual is most suitable for checking their relative position and orientation rather than subtracting all 16 matrix entries?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A. and the determinant of the product
B. and the sum of its diagonal entries
C. and the largest matrix entry
D. and its translation-axis angle residual
Correct Answer: and its translation-axis angle residual
Explanation:
The relative transform isolates the pose discrepancy. Its translation gives positional error, while the rotation part gives the relative orientation error.
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47A gripper-frame point is transformed using , but the reported world position is consistently displaced by the same vector for every test point. Which fault is most likely?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.An incorrect gripper-origin translation or fixed tool offset
B.A defective rotation determinant caused by sensor noise
C.A sign error affecting only the transformed point coordinates
D.A singular Euler-angle representation at the current posture
Correct Answer: An incorrect gripper-origin translation or fixed tool offset
Explanation:
A constant position error independent of the point usually indicates a translation or tool-center-point offset. Rotation errors generally produce point-dependent errors.
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48A rotation matrix is reconstructed from noisy axis measurements. Which validation set is sufficient to determine whether it represents a proper rigid-body orientation?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.Check that the trace is positive and the translation is nonzero
B.Check that the matrix is symmetric and its determinant is near zero
C.Check and
D.Check only that each matrix entry lies between and
Correct Answer: Check and
Explanation:
Orthogonality preserves lengths and angles, while determinant distinguishes a proper rotation from a reflection.
Incorrect! Try again.
49The NINO V2 controller uses column vectors and applies transforms from right to left. A world pose is defined by first rotating the gripper frame by and then translating it by . Which homogeneous form is correct?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
For column-vector homogeneous coordinates, the upper-left block stores rotation and the upper-right column stores translation.
Incorrect! Try again.
50A tool marker is stationary in the world, but its gripper-frame coordinates change as the gripper rotates. What should remain invariant during verification?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.The translation column of the inverse transform alone
B.The three individual gripper-frame coordinates
C.The yaw angle extracted from every gripper measurement
D.The reconstructed world-frame marker position
Correct Answer: The reconstructed world-frame marker position
Explanation:
A stationary marker has constant world coordinates. Its coordinates in the moving gripper frame must change, but applying the correct transform should reconstruct the same world position.
Incorrect! Try again.
51A pose estimate reports Euler angles near a pitch of , and small roll and yaw changes produce large reported angle variations. Which interpretation is most accurate?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.The position transform is necessarily incorrect because angles changed rapidly
B.The gripper frame has become non-inertial and cannot be transformed
C.The determinant must be negative because Euler angles are discontinuous
D.Euler-angle singularity may be present, so compare rotation matrices or quaternions
Correct Answer: Euler-angle singularity may be present, so compare rotation matrices or quaternions
Explanation:
Near gimbal lock, Euler parameters can vary dramatically while representing nearly identical orientations. Matrix or quaternion comparison is more reliable.
Incorrect! Try again.
52For a rigid transform , two points have gripper-frame separation . What relation must hold in the world frame?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
Subtracting the two transformed point equations cancels the common translation, leaving only the rotation of the separation vector.
Incorrect! Try again.
53A calibration test gives position residuals of mm and an orientation residual of . The acceptance limits are mm per axis and . What is the correct verdict?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.Passes both position and orientation limits
B.Fails because any nonzero orientation residual is unacceptable
C.Fails because the position residual norm exceeds mm
D.Passes orientation but fails because all position components must be zero
Correct Answer: Passes both position and orientation limits
Explanation:
Each position component is within mm, and . The stated limits are componentwise for position.
Incorrect! Try again.
54A measured gripper pose has translation and rotation . A fixed tool-center-point offset is . Which expression gives the tool-center-point position in the world frame?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
The offset is specified in gripper coordinates, so it must first be rotated into the world frame and then added to the gripper origin.
Incorrect! Try again.
55The world-frame transform is known, but a software test incorrectly uses while retaining the original translation . Which result is generally expected?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.Correct coordinates because translation is independent of frame direction
B.Only orientation changes; point positions remain correct for all points
C.Incorrect coordinates unless the rotation is identity or has special symmetry
D.Correct coordinates because every rotation inverse is its transpose
Correct Answer: Incorrect coordinates unless the rotation is identity or has special symmetry
Explanation:
Although , reversing a full rigid transform also requires the translation . Transposing only the rotation is incomplete.
Incorrect! Try again.
56The same physical marker is used to verify both position and orientation. Which measurement arrangement provides the strongest orientation verification?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.Use one point measured repeatedly at the same gripper position
B.Use a single collinear point pair with unknown axis direction
C.Use at least two noncollinear direction vectors fixed to the marker
D.Use only the marker's distance from the gripper origin
Correct Answer: Use at least two noncollinear direction vectors fixed to the marker
Explanation:
A single point constrains translation but not full orientation. Noncollinear vectors provide independent directional constraints for rotational verification.
Incorrect! Try again.
57A transform is reported as , but the test script applies it to world-frame points and obtains plausible-looking results. Which diagnostic best exposes a frame-label reversal?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.Confirm that the matrix has four rows without checking physical landmarks
B.Check whether the matrix contains any zero entries in its rotation block
C.Transform a known gripper-origin point and verify it maps to the reported world translation
D.Compare only the absolute values of the translation components
Correct Answer: Transform a known gripper-origin point and verify it maps to the reported world translation
Explanation:
The gripper origin is in the gripper frame and must map to in the world frame. This directly tests transform direction.
Incorrect! Try again.
58During repeated NINO V2 measurements, position residuals have near-zero mean but grow with the distance of the test point from the gripper origin. Orientation residuals also grow slightly. What issue is most consistent with this pattern?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.A pure constant translation offset in the world origin
B.A small rotational calibration error or axis misalignment
C.Random measurement noise with no systematic geometric component
D.A timestamp-independent unit conversion error in only the coordinate
Correct Answer: A small rotational calibration error or axis misalignment
Explanation:
Rotational errors create displacement approximately proportional to lever arm length, so farther points show larger position errors.
Incorrect! Try again.
59Suppose the world frame is changed by a known transform . How should the gripper pose be expressed in the new world frame?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.
B.
C.
D.
Correct Answer:
Explanation:
The transform from gripper to the original world is followed by the transform from the original world to the new world, so matrix composition is left multiplication.
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60A controller uses millimeters for translation, while the verification script assumes meters. Which symptom most directly identifies this mismatch?
Verification of transformation (position and orientation) with respect to gripper and world coordinate system using Sierena's Bi-ped Humanoid NINO V2.
Hard
A.The rotation determinant changes from to without affecting position
B.Both position and orientation errors change sign but retain their magnitudes
C.Orientation errors are scaled by approximately , while positions remain unchanged
D.Position errors are scaled by approximately , while orientation errors remain unchanged
Correct Answer: Position errors are scaled by approximately , while orientation errors remain unchanged
Explanation:
Unit conversion affects translational quantities only. Rotation matrices and angular measurements are dimensionless or expressed in angular units.
Incorrect! Try again.
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