2. Consider the forward transformation of the two-joint manipulator. Given that the length of joint 1, L1= 12 in, the length of joint 2, L2=10 in., the angle = 30°, and the angle 02 = 45°, compute the coordinates for the end of the arm.
2. Consider the forward transformation of the two-joint manipulator. Given that the length of joint 1, L1= 12 in, the length of joint 2, L2=10 in., the angle = 30°, and the angle 02 = 45°, compute the coordinates for the end of the arm.
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![2. Consider the forward transformation of the two-joint manipulator. Given that the length of joint 1, L1= 12 in,
the length of joint 2, L2=10 in., the angle := 30°, and the angle 02 = 45°, compute the coordinates for the end of
the arm.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ffcfd078e-da90-4c7c-ade0-1a4ade7eeb40%2F8edb8ceb-514d-40d4-8316-dedfbe54d90d%2Fvaosev_processed.png&w=3840&q=75)
Transcribed Image Text:2. Consider the forward transformation of the two-joint manipulator. Given that the length of joint 1, L1= 12 in,
the length of joint 2, L2=10 in., the angle := 30°, and the angle 02 = 45°, compute the coordinates for the end of
the arm.
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