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The governor of state A earns $48,110more than the governor of state B. if the total of their salaries is $304,460. Find the salaries of each
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Let one salary be x. The other salary is y. The difference of the salaries is x - y = 48110 The sum of the salaries is x + y = 304460 Solve the system of equations for x and y. x - y = 48110 x + y = 304460
or... A = B + 48110 A + B = 304460 now sub B + 48110 in for A in the 2nd equation and solve for B. Once you have B solved, sub that back into either of the equations and solve for A.
A = 176,285 B = 128,175 Thanks!
glad to help :)
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