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manpreet Best Answer 3 years ago

Given the standard form of a trigonometric function: $a \times \cos (b (t + c)) + d$ , what is the proof that the period $p = \frac{2 \times π}{b}$ .

We don't have the proof in our syllabus. I'm just asking out of curiosity.

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manpreet 3 years ago

This isn't a formal b.com/tag/proof">proof, but just an informal argument.

Suppose that $b (t_{1} + c) = 0$ and $b (t_{2} + c) = 2 π$ .

What is $t_{2} - t_{1}$ ?

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manpreet 3 years ago

This isn't a formal b.com/tag/proof">proof, but just an informal argument.

Suppose that $b (t_{1} + c) = 0$ and $b (t_{2} + c) = 2 π$ .

What is $t_{2} - t_{1}$ ?

0 views 0 shares

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Transformation of functions: proof for the time period

Manpreet Singh

Answers (3)

manpreet Best Answer 3 years ago

manpreet 3 years ago

manpreet 3 years ago

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