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The ratio of all-star baseball cards to regular baseball cards in Tony's collection is five to seven. After Tony bought four more all-star baseball cards, his all star cards make up half of his new collection. How many cards did Tony have before his new purchase?
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try seting up two equations and solve
say, all-star baseball cards = x regular baseball cards = y \(\large \frac{x}{y} = \frac{5}{7}\) ----------------------(1)
After Tony bought four more all-star baseball cards, his all star cards make up half of his new collection. \(\large x+4 = \frac{(x+4)+y}{2}\) ----------------(2)
two equations, two unknowns you can solve x and y and find 'x+y'
is it 24? :o
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correct x+y = 24 good work !!
thanks :]
np :)
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