SOLUTION: The office manager for a small law firm made the weekly postage purchase. He bought regular .37 stamps for most of the firm, but he also picked up some .40 breast cancer stamps at
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Question 406121: The office manager for a small law firm made the weekly postage purchase. He bought regular .37 stamps for most of the firm, but he also picked up some .40 breast cancer stamps at the request of some lawyers. He noticed that the number of breast cancer stamps was 8 fewer than the number of regular stamps and he spent $19.90. How many of each stamp did he buy? Answer by ewatrrr(24785) (Show Source):
Hi
8 fewer breast cancer stamps than the number of regular stamps
Let x and (x-8)represent the number of regular and bc stamps respectively
Question states***Note: CENTS makes sense
37x + 40(x-8) = 1990
Solving for x
77x = 2310
x = 30, the number of regular and 22 breast cancer stamps (30-8)
CHECKING our Answer***
37*30 + 40*22 = 1990 or $19.90