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Graph the Curve Over the Given Interval Together with Its $\pi$

Question 155

Multiple Choice

Graph the curve over the given interval together with its tangent at the given value of x. Graph the tangent with a dashed line.
-y = cos(x) , -2 $\pi$ $\le$ x $\le$ 2 $\pi$ , x = $Graph the curve over the given interval together with its tangent at the given value of x. Graph the tangent with a dashed line. -y = cos(x) , -2 \pi \le x \le 2 \pi , x = A) B) C) D)$
$Graph the curve over the given interval together with its tangent at the given value of x. Graph the tangent with a dashed line. -y = cos(x) , -2 \pi \le x \le 2 \pi , x = A) B) C) D)$

A)
$Graph the curve over the given interval together with its tangent at the given value of x. Graph the tangent with a dashed line. -y = cos(x) , -2 \pi \le x \le 2 \pi , x = A) B) C) D)$
B)
$Graph the curve over the given interval together with its tangent at the given value of x. Graph the tangent with a dashed line. -y = cos(x) , -2 \pi \le x \le 2 \pi , x = A) B) C) D)$
C)
$Graph the curve over the given interval together with its tangent at the given value of x. Graph the tangent with a dashed line. -y = cos(x) , -2 \pi \le x \le 2 \pi , x = A) B) C) D)$
D)
$Graph the curve over the given interval together with its tangent at the given value of x. Graph the tangent with a dashed line. -y = cos(x) , -2 \pi \le x \le 2 \pi , x = A) B) C) D)$