Question

Question 14 Choose the answer that makes the equation true. $\sin^2(\theta) =$ $\circ \cos^2(\theta)$ $\circ \cos(\theta)$ $\circ \sin(\theta)$ $\circ 1-\cos^2(\theta)$ 7 pts

          Question 14
Choose the answer that makes the equation true.
$\sin^2(\theta) =$
$\circ \cos^2(\theta)$
$\circ \cos(\theta)$
$\circ \sin(\theta)$
$\circ 1-\cos^2(\theta)$
7 pts

Question 14
Choose the answer that makes the equation true.
sin^2(θ) =
∘cos^2(θ)
∘cos(θ)
∘sin(θ)
∘ 1-cos^2(θ)
7 pts

Added by Craig F.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Steven Clarke

Step 1

The sine of 0 degrees is 0. So, sin(0) = 0. Now, let's evaluate the options: A. Cos(90) = 0. This is not equal to sin(0). B. 300. This is not equal to sin(0). C. Sin(0) = 0. This is equal to sin(0). D. 1 - Cos^2(0) = 1 - 1^2 = 1 - 1 = 0. This is equal to sin(0). Show more…

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