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amplitude is 3 and period of π

Question

amplitude is 3 and period of π

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Solution

It seems like you're referring to a trigonometric function, possibly a sine or cosine function.

The amplitude of a function is its peak value. In this case, the amplitude is 3, which means the function reaches a maximum height of 3 units above and below its midline.

The period of a function is the distance required for the function to complete one full cycle. In this case, the period is π, which means the function completes one full cycle every π units.

If we're talking about a sine or cosine function, this could be represented as:

y = 3sin(x/π) or y = 3cos(x/π)

Here, the '3' represents the amplitude and 'π' represents the period. The function will oscillate between -3 and 3, and will complete one full cycle every π units.

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