What is the range of the graph of $y = cos x$ $y = cos x$ ?

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What is the range of the graph of $y = cos x$ $y = cos x$ ?

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Answer 1 · 2014-10-06T03:13:23

$y = | A | cos (x)$ $y=|A|cos(x)$ , where $| A |$ $|A|$ is the amplitude.

$y = 1 \cdot cos (x)$ $y=1*cos(x)$

$y = cos (x)$ $y=cos(x)$

The range for this trig problem is related to the amplitude. The amplitude for this function is 1. This function will oscillate between the $y$ $y$ values of $- 1$ $-1$ and $1 .$ $1.$

The range is $[- 1, 1] .$ $[-1,1].$

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What is the range of the graph of $y = cos x$ $y = cos x$ ?

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What is the range of the graph of y = cos xy=cosxy = cos x?

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What is the range of the graph of $y = cos x$ $y = cos x$ ?