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Find at the Highest Point on the Cycloid X $\theta$

Question 2

Multiple Choice

Find $Find at the highest point on the cycloid x = a \theta - a sin \theta , y = a - a cos \theta . A) - B) - C) D) E)$ at the highest point on the cycloid x = a $\theta$
- a sin $\theta$
, y = a - a cos $\theta$
.

A) - $Find at the highest point on the cycloid x = a \theta - a sin \theta , y = a - a cos \theta . A) - B) - C) D) E)$
B) - $Find at the highest point on the cycloid x = a \theta - a sin \theta , y = a - a cos \theta . A) - B) - C) D) E)$
C) $Find at the highest point on the cycloid x = a \theta - a sin \theta , y = a - a cos \theta . A) - B) - C) D) E)$
D) $Find at the highest point on the cycloid x = a \theta - a sin \theta , y = a - a cos \theta . A) - B) - C) D) E)$
E) $Find at the highest point on the cycloid x = a \theta - a sin \theta , y = a - a cos \theta . A) - B) - C) D) E)$

Find at the Highest Point on the Cycloid X θ\thetaθ

Multiple Choice

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Find at the Highest Point on the Cycloid X $\theta$

Correct Answer:
Verified