Question

For the given function, state the amplitude and the maximum output for the function: ƒ(t) = 2sin(t).

Answer 1

amplitude= max output=2

Answer 2

Maximum output for the function is (2).

Explanation:

The given function is f(t) = 2sin(t).

The given function is representing a sine function, in a standard form of

f(x) = asinx

Now we know that a is the amplitude and at t =
`(\pi )/(2)`

Since curve has the maximum output.

f (
`(\pi )/(2)` ) = asin (
`(\pi )/(2)` ) = a = 2

Therefore, maximum output of the function is (2).