a₁ = 1, a₂ = 45°, dz = √√2, az = √√√2- -e = [0, 90°, -90°, 0] P4ORG = [1.30, 1.11, 1.87]¹. Ž0,1 1- 22 A 45 23 P4 X3 V

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answerhappygod
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a₁ = 1, a₂ = 45°, dz = √√2, az = √√√2- -e = [0, 90°, -90°, 0] P4ORG = [1.30, 1.11, 1.87]¹. Ž0,1 1- 22 A 45 23 P4 X3 V

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A 1 A 45 Dz 2 Az 2 E 0 90 90 0 P4org 1 30 1 11 1 87 Z0 1 1 22 A 45 23 P4 X3 V 1
A 1 A 45 Dz 2 Az 2 E 0 90 90 0 P4org 1 30 1 11 1 87 Z0 1 1 22 A 45 23 P4 X3 V 1 (3.96 KiB) Viewed 32 times
Find all Θ3 that meet the following conditions.
A 1 A 45 Dz 2 Az 2 E 0 90 90 0 P4org 1 30 1 11 1 87 Z0 1 1 22 A 45 23 P4 X3 V 2
A 1 A 45 Dz 2 Az 2 E 0 90 90 0 P4org 1 30 1 11 1 87 Z0 1 1 22 A 45 23 P4 X3 V 2 (3.68 KiB) Viewed 32 times
A 1 A 45 Dz 2 Az 2 E 0 90 90 0 P4org 1 30 1 11 1 87 Z0 1 1 22 A 45 23 P4 X3 V 3
A 1 A 45 Dz 2 Az 2 E 0 90 90 0 P4org 1 30 1 11 1 87 Z0 1 1 22 A 45 23 P4 X3 V 3 (36.81 KiB) Viewed 32 times
(figure
4.15)
a₁ = 1, a₂ = 45°, dz = √√2, az = √√√2-

-e = [0, 90°, -90°, 0]

P4ORG = [1.30, 1.11, 1.87]¹.

Ž0,1 1- 22 A 45 23 P4 X3 V₂ ZA X₁ Î₂ X01 √2 F" S, 65 그림 4.15 © = [0, 90%, -90°, 0]"일 때 4R 머니퓰레이터의 위치
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