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simplify tan theta * cot theta
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\[\frac{ sinx }{ cosx }*\frac{ cosx }{ sinx }\]
tangent and cotangent are inverses of each other. So... \[\tan(\theta) * \frac{ 1 }{ \tan(\theta) } = 1\]
it's the same as \[2*\frac{ 1 }{ 2 }\] they're inverses
Do your hw got it
thank you!
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yes, I do
@DoYourHomework @Luigi0210 actually tangent and cotangent are reciprocals of each other. they are also multiplicative inverses of each other (another name for reciprocal) but IMO better not to call them inverses (without the "multiplicative" modifier) because they are not inverse functions.
Thank you for the correction
Ah! Yes, this is very true!
@whpalmer4 what is IMO?
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