consider-the-function-fxcosxfleftxrightcos-x-on-the-interval-02leftlbrack02pirig

Question

Consider the function $f (x) = \cos x$ on the interval $open bracket 0 comma 2 pi close bracket$ . Using the difference quotient $D (x) = \frac{f (x + 0.02) - f (x)}{0.02}$ , what does the graph of $D (x)$ resemble?

Accepted Answer

The graph of $f (x) = \cos x$ .

Answer

The graph of $f (x) = \cos x$ .

Answer

The graph of $f (x) = \cos x$ .

Answer

The graph of $f (x) = \cos x$ .

Consider the function f(x)=cosxf\left(x\right)=\cos x on the interval [0,2π]\left\lbrack0,2\pi\right\rbrack. Using the difference quotient D(x)=f(x+0.02)−f(x)0.02D\left(x\right)=\frac{f\left(x+0.02\right)-f\left(x\right)}{0.02}, what does the graph of D(x)D\left(x\right) resemble?

Consider the function $f (x) = \cos x$ on the interval $open bracket 0 comma 2 pi close bracket$ . Using the difference quotient $D (x) = \frac{f (x + 0.02) - f (x)}{0.02}$ , what does the graph of $D (x)$ resemble?