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Given 4 percent of (2a+b) is 18 and a is a positive integer. What is the greatest possible value of B? A) 450 B) 449 C) 448 D) 43 E) 8
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E.
You can interpret the word problem like this: 0.04*(2a+b)=18 You write 0.04 because that represents 4%. Solving this equation for b gives you: b=450-2a and we know that a is positive and the quantity 2a is only making b smaller because it is subracting from 450 so if we want to maximize b then we should say a is zero. The max is then 450. Which is choice A from your problem.
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