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Answer :
Leah bought 5 pounds of apples and 3 pounds of bananas. The cost is $8.05, with apples at $0.95 and bananas at $1.10 per pound.
Let's denote the number of pounds of apples as A and the number of pounds of bananas as B. According to the given information, apples cost $0.95 per pound and bananas cost $1.10 per pound. Leah bought a total of 8 pounds, so we have the equation:
[tex]\[A + B = 8\][/tex]
The total cost is $8.05. The cost of apples is $0.95 per pound, so the cost of apples is[tex]\(0.95A\),[/tex] and the cost of bananas is $1.10 per pound, so the cost of bananas is [tex]\(1.10B\)[/tex]. Therefore, we can write the second equation:
[tex]\[0.95A + 1.10B = 8.05\][/tex]
Now, we have a system of two equations:
[tex]\[A + B = 8\][/tex]
[tex]\[0.95A + 1.10B = 8.05\][/tex]
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