Question

Solve for a: az+bd=cx
Show your work please.

Answer 1

`a=(c x-b d)/(z)`

Explanation:

Given data: az + bd = cx

To find a, we should first align the expression.

Shift bd to right side of the expression cx.

⇒ az = cx – bd

Now, divide both sides of the expression by z.

`\Rightarrow (a z)/(z)=(c x-b d)/(z)`

`\Rightarrow a=(c x-b d)/(z)`

We get
`a=(c x-b d)/(z)`.

Hence the value of a is
`(c x-b d)/(z)`.