At competing grocery stores, bananas are 80 cents a pound at the first store and 85...
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At competing grocery stores, bananas are 80 cents a pound at the first store and 85 cents a pound at the second store. Apples are 3 dollars a pound at the first store and 2.50 dollars a pound at the second store. Suppose you buy x pounds of bananas and y pounds of apples at each store. You end up spending 10 dollars at the first store and 12 dollars at the second store. Which system of equations represents the amount of money you spend on bananas and apples at each store? O a.) 0.80x+3y=12 0.85x+2.5y = 10 b.) 0.80x+3y=10 0.85x+2.5y = 12 c.) 0.80x+0.85y = 12 3x +2.50y = 10 d.) 0.80x+0.85y = 10 3x +2.50y = 12 At competing grocery stores, bananas are 80 cents a pound at the first store and 85 cents a pound at the second store. Apples are 3 dollars a pound at the first store and 2.50 dollars a pound at the second store. Suppose you buy x pounds of bananas and y pounds of apples at each store. You end up spending 10 dollars at the first store and 12 dollars at the second store. Which system of equations represents the amount of money you spend on bananas and apples at each store? O a.) 0.80x+3y=12 0.85x+2.5y = 10 b.) 0.80x+3y=10 0.85x+2.5y = 12 c.) 0.80x+0.85y = 12 3x +2.50y = 10 d.) 0.80x+0.85y = 10 3x +2.50y = 12
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