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Original Question
Two apples and three pears cost $3.45. Three apples and five pears cost $5.55. Find the cost of each type of fruit.Asked by BrianP
Two apples and three pears cost $3.45. Three apples and five pears cost $5.55. Find the cost of each type of fruit.
Answers
Answered by
Chelle
a = apples
p = pears
Two equations
2a + 3p = 345
3a + 5p = 555
Elimination Method
3(2a + 3p = 345)
-2(3a + 5p = 555)
6a + 9p = 1035
-6a - 10p = -1110
________________________
-p = -75
p = 75
2a + 3(75)= 345
2a + 225 = 345
2a = 345 - 225
2a = 120
2a/2 = 120/2
a = 60
p = pears
Two equations
2a + 3p = 345
3a + 5p = 555
Elimination Method
3(2a + 3p = 345)
-2(3a + 5p = 555)
6a + 9p = 1035
-6a - 10p = -1110
________________________
-p = -75
p = 75
2a + 3(75)= 345
2a + 225 = 345
2a = 345 - 225
2a = 120
2a/2 = 120/2
a = 60
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