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/Robotics Course, October 15, 2018 (DShetty, UDC) Answer all Questions 1. Given the point P (10,20,30) in a 3 dimensional space, Calculate the coordinates of the point Pt, which is defined by the translation of P with parameters, T15; Ty-15; T-15 2. Triangle is defined by vertices (0,2); (0,3); (1.2). Translate the triangle by Sunits in the X direction and 5 Robotics Course, October 15, 2018 (DShetty, UDC) Answer all Questions 1. Given the point P (10,20,30) in a 3 dimensional space, Calculate the coordinates of the point Pt, which is defined by the translation of P with parameters, T15; Ty-15; T-15 2. Triangle is defined by vertices (0,2); (0,3); (1.2). Translate the triangle by Sunits in the X direction and 5 units in the Y directions. Rotate the translated triangle by 60 degrees counter clockwise and find the new coordinates. 3. A point in the robot gripper frame 7,3,2] is subjected to following transformation. Find the coordinates of the point relative to the reference frame at the conclusion of transformation. 1. Rotation of 90 degrees about Z axis Then, rotation of 90 degrees about X axis 2. 3. Followed by translation of 14,-3,7) 4. Identify the degrees of freedom for 4b ate 5c 4e CNEMATİC PARs.

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Robotics Course, October 15, 2018 (DShetty, UDC) Answer all Questions 1. Given the point P (10,20,30) in a 3 dimensional space, Calculate the coordinates of the point Pt, which is defined by the translation of P with parameters, T15; Ty-15; T-15 2. Triangle is defined by vertices (0,2); (0,3); (1.2). Translate the triangle by Sunits in the X direction and 5 Robotics Course, October 15, 2018 (DShetty, UDC) Answer all Questions 1. Given the point P (10,20,30) in a 3 dimensional space, Calculate the coordinates of the point Pt, which is defined by the translation of P with parameters, T15; Ty-15; T-15 2. Triangle is defined by vertices (0,2); (0,3); (1.2). Translate the triangle by Sunits in the X direction and 5 units in the Y directions. Rotate the translated triangle by 60 degrees counter clockwise and find the new coordinates. 3. A point in the robot gripper frame 7,3,2] is subjected to following transformation. Find the coordinates of the point relative to the reference frame at the conclusion of transformation. 1. Rotation of 90 degrees about Z axis Then, rotation of 90 degrees about X axis 2. 3. Followed by translation of 14,-3,7) 4. Identify the degrees of freedom for 4b ate 5c 4e CNEMATİC PARs.

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Transcribed Image Text: Robotics Course, October 15, 2018 (DShetty, UDC) Answer all Questions 1. Given the point P (10,20,30) in a 3 dimensional space, Calculate the coordinates of the point Pt, which is defined by the translation of P with parameters, T15; Ty-15; T-15 2. Triangle is defined by vertices (0,2); (0,3); (1.2). Translate the triangle by Sunits in the X direction and 5 units in the Y directions. Rotate the translated triangle by 60 degrees counter clockwise and find the new coordinates. 3. A point in the robot gripper frame 7,3,2] is subjected to following transformation. Find the coordinates of the point relative to the reference frame at the conclusion of transformation. 1. Rotation of 90 degrees about Z axis Then, rotation of 90 degrees about X axis 2. 3. Followed by translation of 14,-3,7) 4. Identify the degrees of freedom for 4b ate 5c 4e CNEMATİC PARs.

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Transcribed Image Text: Robotics Course, October 15, 2018 (DShetty, UDC) Answer all Questions 1. Given the point P (10,20,30) in a 3 dimensional space, Calculate the coordinates of the point Pt, which is defined by the translation of P with parameters, T15; Ty-15; T-15 2. Triangle is defined by vertices (0,2); (0,3); (1.2). Translate the triangle by Sunits in the X direction and 5 units in the Y directions. Rotate the translated triangle by 60 degrees counter clockwise and find the new coordinates. 3. A point in the robot gripper frame 7,3,2] is subjected to following transformation. Find the coordinates of the point relative to the reference frame at the conclusion of transformation. 1. Rotation of 90 degrees about Z axis Then, rotation of 90 degrees about X axis 2. 3. Followed by translation of 14,-3,7) 4. Identify the degrees of freedom for 4b ate 5c 4e CNEMATİC PARs.

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(1){:[(10","20","30)p^(')],[[[x],[y],[z]]+[[dx],[dy],[dz]]=[[x+dx],[ ... See the full answer