Solve for A: Ar = 4G + Q
Understand the Problem
We need to isolate A in the equation Ar = 4G + Q. To do this, we will divide both sides of the equation by r, resulting in A = (4G + Q) / r. It is very important to keep track of uppercase and lowercase letters.
Answer
$A = \frac{4G + Q}{r}$
Answer for screen readers
$A = \frac{4G + Q}{r}$
Steps to Solve
- Isolate $A$ by dividing both sides by $r$
To isolate $A$ in the equation $Ar = 4G + Q$, divide both sides of the equation by $r$.
$$ \frac{Ar}{r} = \frac{4G + Q}{r} $$
- Simplify the equation
This simplifies to:
$$A = \frac{4G + Q}{r}$$
$A = \frac{4G + Q}{r}$
More Information
The variable $A$ has been successfully isolated.
Tips
A common mistake is not paying attention to the capitalization of the variables.
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