Question

Solve for f: efg - h = i

Answer 1

Given:

The equation is:

`efg-h=i`

To find:

The value of f.

Solution:

We have,

`efg-h=i`

We need to isolate f to find the value of f.

Adding h on both sides, we get

`efg-h+h=i+h`

`efg=i+h`

Dividing both sides by
`eg`, we get

`(efg)/(eg)=(i+h)/(eg)`

`f=(i+h)/(eg)`

Therefore, the value of f is
`f=(i+h)/(eg)`.