the function KE(v)=(1/2)kv^5 , given that k is a constant,is an example of a power function?

v^5 looks like a power to me, so ....

Yes, the function KE(v) = (1/2)kv^5 is an example of a power function.

A power function is a mathematical function where the variable is raised to a constant power. In this case, the variable "v" is raised to the power of 5, making it a power function.

To determine whether the function KE(v) = (1/2)kv^5 is an example of a power function, we need to consider the general form of a power function.

A power function can be written in the form f(x) = kx^n, where k and n are constants.

In this case, the function KE(v) = (1/2)kv^5 fits the general form of a power function because it is in the form f(x) = kx^n, where v is the variable and n is 5.

Therefore, the function KE(v) = (1/2)kv^5 is indeed an example of a power function.