Pythagorean identities:
sine squared (theta) + cosine squared (theta) = 1. tangent squar...
Mathematics, 10.04.2020 01:23 kayden1234thomp
Pythagorean identities:
sine squared (theta) + cosine squared (theta) = 1. tangent squared (theta) + 1 = secant squared (theta). 1 + cotangent squared (theta) = cosecant squared (theta).
Which statement(s) are true based on the Pythagorean identities?
Answers: 1
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The distributive property allows you to say that 3(x β 1) = 3x β
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