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bhandariavi
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thanks AmrithS. Thanks to mcmoorthy as well.
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bhandariavi
A pet shop runs a sale on goldfish and platys. If one customer buys 13 goldfish and 12 platys for $5.60, and another buys 14 goldfish and 21 platys for $8.05, what is the ratio of the price of goldfish to platys?

A) 0.8
B) 0.75
C) 8/9
D) 5/7
E) 6/8

We can let g = the price of 1 goldfish and p = the price of 1 platy and create the following equations:

13g + 12p = 5.6

and

14g + 21p = 8.05

Subtracting the first equation from the second, we have:

g + 9p = 2.45

g = 2.45 - 9p

Substituting for g back in the first equation, we have:

13(2.45 - 9p) + 12p = 5.6

31.85 - 117p + 12p = 5.6

31.85 - 5.6 = 117p - 12p

26.25 = 105p

0.25 = p

Since g = 2.45 - 9p, then g = 2.45 -9(0.25) = 0.2. Thus, the ratio of the price of goldfish to platys is

0.2/0.25 = 20/25 = 4/5 =0.8

Answer: A
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bhandariavi
A pet shop runs a sale on goldfish and platys. If one customer buys 13 goldfish and 12 platys for $5.60, and another buys 14 goldfish and 21 platys for $8.05, what is the ratio of the price of goldfish to platys?

A) 0.8
B) 0.75
C) 8/9
D) 5/7
E) 6/8

13G + 12P = 5.6
14G + 21P = 8.05

The equations are somewhat harder to work with so let's simplify them. Second equation can be simplified by dividing by 7 to get
2G + 3P = 1.15

Now multiply it by 4 to get
8G + 12P = 4.6

and subtract from the first equation to get
5G = 1 which means G = 0.2
Substitute G in any equation above to get P = 0.25


\(\frac{G}{P} = \frac{0.2}{0.25} = \frac{4}{5} = 0.8\)

Answer (A)
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