Question

10ac-x/11=-3 solve for a

Answer 1

Answer:

The solution for the required variable is $a=\frac{-33+x}{10c}$

Step-by-step explanation:

Consider the provided expression.

$\frac{10ac-x}{11}=-3$

We need to solve the equation for a.

Multiply both the sides by 11.

$10ac-x=-33$

Add x to both sides

$10ac=-33+x$

Divide both the sides by 10c.

$a=\frac{-33+x}{10c}$

Hence, the solution for the required variable is $a=\frac{-33+x}{10c}$

Answer 2

1) You'll have to get raid of the fraction by multiplying 10ac by 11, x/11 by 11 which the 11's cancels out and -3 multiplied by 11 .
2)Now you have 10ac -x = -33. Add x on both sides of the equal sign you get 10ac = -33 + x
3) Divide both sides by 10c to get "a" by itself, so "a" = -33+x divided by 10c