What is the value of v in the equation p = 8/v when p = 4?

To solve for the value of v in the inverse variation equation given by p = 8/v, we first need to set p equal to the value provided, which is 4.

So, we substitute p with 4:

4 = 8/v

Next, to isolate v, we can multiply both sides of the equation by v to eliminate the fraction:

4v = 8

Now, we divide both sides by 4 to solve for v:

v = 8/4

Calculating the right side gives us:

v = 2

Therefore, when p is equal to 4, the value of v in the equation p = 8/v is 2.