3-18. Consider the two-link planar robot shown in Fig. P3.18. Figure P3.18 A two-link planar robot for problem P3:18. Sketch the orientation of the robot and determine the (x, y) coordinates of point P for a. 0, -30°, 0₂-45.1₁-1₂-5 cm b. 0, -30°, 0₂-45.1₁-1₂-5 cm c.0,-rad, 0,- rad, 1,-1₂-5 cm y d. 0,2 rad, 0₂--rad, 1₁-4₂-5 cm 20. fl. 45%.1.-1₂-5cm 4₁ 8₁ 12 02 P(x, y)
3-18. Consider the two-link planar robot shown in Fig. P3.18. Figure P3.18 A two-link planar robot for problem P3:18. Sketch the orientation of the robot and determine the (x, y) coordinates of point P for a. 0, -30°, 0₂-45.1₁-1₂-5 cm b. 0, -30°, 0₂-45.1₁-1₂-5 cm c.0,-rad, 0,- rad, 1,-1₂-5 cm y d. 0,2 rad, 0₂--rad, 1₁-4₂-5 cm 20. fl. 45%.1.-1₂-5cm 4₁ 8₁ 12 02 P(x, y)
Trigonometry (11th Edition)
11th Edition
ISBN:9780134217437
Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Chapter1: Trigonometric Functions
Section: Chapter Questions
Problem 1RE:
1. Give the measures of the complement and the supplement of an angle measuring 35°.
Related questions
Question
100%
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Figure P3.18 A two-link planar robot for problem P3-18.
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h. 0₁-rad. 0₂=- rad. 1,-1₂-5 cm
3-23. Consider a two-link planar robot, with positive orientations of 6, and 62 as shown in Fig.P3.23-
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Figure P3.18 A two-link planar robot for problem P3-18.
Sketch the orientation of the robot and determine the (x, y) coordinates of point P for
a. 0, -30°, 0₂-45°. 1₁-1₂-5 cm
A
v
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!!!
b. 0, -30°, 0₂-45°.1₁-1₂-5 cm
c. 0,3 rad, 0₂-rad, 1₁-1₂-5 cm
d. 0₁
rad, 0₂- rad, 1₁-4₂-5 cm
c. 0,- -30°, 0₂-45°. 1₁-1₂-5 cm
1.0,- -30°, 0₂-45°. 1₁-1₂-5 cm
8.0₁
rad, 0₂= rad, 1₁-1₂-5 cm
h. 0₁-rad. 0₂=- rad. 1,-1₂-5 cm
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3-5. The same engineering intern calculates the area of lot 2 shown in Fig. P3.5 as 50,000 m². Is this the correct answer? If not, find the
correct answer.
Figure P3,5 Dimension of lot 2 in the new subdivision.
3-18. Consider the two-link planar robot
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3-5. The same engineering intern calculates the area of lot 2 shown in Fig. P3.5 as 50,000 m². Is this the correct answer? If not, find the
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Figure P3,5 Dimension of lot 2 in the new subdivision.
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