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The governor of state A earns $48,530 more than the governor of state B. If the total of their salaries is $301,990, find the salaries of each

Respuesta :

Answer:

Governor A makes $175,260.

Governor B is $126,730.

Step-by-step explanation:

-We know that both of their salaries equals $301,990.

-We also know that governor A makes $48,530 more than govenor B, which can be represented by: Salary of A = B + $48,530.

$301,990 total salary = salary of A + salary of B.

Substitute 'B + $48,530' for the salary of A, which would give us the equation:

$301,990 = B + (B + $48,530)

Subtract $48,530 from both sides.

$253,460 = B + B

That can be rewritten as:

$253,460 = 2B

To solve for B, divide both sides by 2, which gives us:

$126,730 = B.

Therefore, the salary of governor B is $126,730.

Since the salary of governor A is $48,530 more than governor, you should add governor to the salary of govenor B.

$126,730 + $48,530 = $175,260.

Therefore, governor A makes $175,260.