find inverse variation of 12.4\cdot6.6 and f *8.8

Answer 1

To find the inverse variation, we start by writing the equation as

k = x * y

where k is a constant, and x and y are variables.

For the first equation, we have 12.4 * 6.6 = k.

To find the inverse variation, we rearrange the equation to solve for one of the variables.

6.6 = k / 12.4

Now, let's find the inverse variation of f * 8.8.

k = f * 8.8

To find the inverse variation, we rearrange the equation to solve for one of the variables.

8.8 = k / f

So, the inverse variations are:

1. For 12.4 * 6.6: y = 6.6 / x
2. For f * 8.8: y = 8.8 / f