Question

What is z=b-a-m solve for a

Answer 1

Answer:
`a=\Large\boxed{-z-m+b}`

Explanation:

Given expression

`z=b-a-m`

Add [ m ] on both sides

`z+m=b-a-m+m`

`z+m=b-a`

Subtract [ b ] on both sides

`z+m-b=b-a-b`

`z+m-b=-a`

Multiply -1 on both sides

`(z+m-b)*(-1)=-a*(-1)`

`a=\Large\boxed{-z-m+b}`

Hope this helps!! :)

Please let me know if you have any questions

Answer 2

+a = b-m-z

Explanation:

Z = b-a-m

Collect like terms move -a to the left hand side and z to the right hand side -a becomes +a and z becomes -z

+a = b-m-z