what is the amplitude of y=1/5sin(sqr root5x + 1/sqrroot5)?

clearly 1/5

To find the amplitude of the function y = (1/5)sin(√(5x) + 1/√(5)), we need to understand what the amplitude represents in a sine function.

The amplitude is the absolute value of the coefficient that multiplies the sine function. In this case, the coefficient is (1/5).

Therefore, the amplitude of y = (1/5)sin(√(5x) + 1/√(5)) is 1/5.