How do you find tan pi/4 in terms of radians?

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How do you find tan pi/4 in terms of radians?

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Answer 1 · 2015-09-24T19:58:05

$tan(pi/4 "( radians)") = 1$

Explanation:

Note that it is the measure of the angle (i.e. $pi/4$ that is measured in radians [as opposed, for example, to being measured in degrees) and not the value of $tan$
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$tan= ("opposite")/("adjacent") = 1/1 = 1$

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How do you find tan pi/4 in terms of radians?

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