# Question ator Roboties 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, T-15; T-15; T-15 Triangle is defined by vertices (0,2); (0,3): (1,2). Translate the triangle by Sunits in the X direction and ator Roboties 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, T-15; T-15; T-15 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. 2. 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. 2· 3. Rotation of 90 degrees about Z axis Then, rotation of 90 degrees about X axis Followed by translation of 14,-3,7] 4. Identify the degrees of freedom for 4a 5c 의. 4e NEMATIC PAIRS

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Transcribed Image Text: ator Roboties 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, T-15; T-15; T-15 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. 2. 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. 2· 3. Rotation of 90 degrees about Z axis Then, rotation of 90 degrees about X axis Followed by translation of 14,-3,7] 4. Identify the degrees of freedom for 4a 5c 의. 4e NEMATIC PAIRS
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Transcribed Image Text: ator Roboties 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, T-15; T-15; T-15 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. 2. 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. 2· 3. Rotation of 90 degrees about Z axis Then, rotation of 90 degrees about X axis Followed by translation of 14,-3,7] 4. Identify the degrees of freedom for 4a 5c 의. 4e NEMATIC PAIRS
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Since problems are all indepndent , as per Chegg guidelines only 1st problem need to be solved. But 2 problems have been solved.&#160;{:[P(10","20","30)quadP_(x)=10quadP_(y)=20quadP_(z)=30],[P_(t)=P_(x)+T_(x)=10+15quadP_(t)=(25","5","15)],[P_(ty)=P_(y)+T_(y)=20+(-15)=5],[P_(tz)=P_(z)+T_(z)=30+(-15)=15]:}Transformations due to transiasion by 5 unib in x &amp; urabin y drectionIf /_\ABC ... See the full answer