A total of 69 cats and sheep were on the ranch. If three times the number of cats exceeded the number of sheep by seven, how many of each were on the ranch? Write EQUATIONS before solving.

Respuesta :

Let the number of cats be x.
Let the number of sheep be y.

3 times the number of cats exceeded the number of sheep by 7
3x =  y + 7

When x = 69
3(69)= y + 7
207 = y + 7
y = 207 - 7
y = 200

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Answer: There are 200 sheeps.
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