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jan spent $42 FOR SHOES.THIS WAS $14 less than twice what she spent for a blouse.how much was the blouse?
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What do you think you should do with these numbers?
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One number is 6 more than another number and their sum is 2.
How would i make that an equation thought. for example if the
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To figure out what number 2.3 is 33 percent of, we can use the following equation: 2.3 = 0.33x In
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Fiona spent 1/4 of her monthly salary on clothes and 2/3 of the remaining on shoes. She saved 1/4 of what was left and spent the
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clothes: 1/4 shoes: 2/3 * 3/4 = 1/2 saved: 1/4 * 1/4 = 1/16 groceries: 3/16 so, if she started with
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At a garage sale, Zoe spent $60 on 1 hat and 2 pairs of shoes.If she spent $9 more on each pair of shoes than on the hat, how
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cost of hat ---- x cost of shoes ---- x+9 x + 2(x+9) = 60 solve for x
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The fraction of her money that Clarissa has not yet spent can be found by subtracting the fractions
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Sharon Spent $2 on a magazine; then she spent half of the rest of her money on shoes. She spent half of her remaining money on
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since you don't define a,b it's hard to say. You can check by plugging in the results you got to see
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Sharon Spent $2 on a magazine; then she spent half of the rest of her money on shoes. She spent half of her remaining money on
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let X be the amount she had in the beginning. x-2 after magazine On shoes she spent: (x-2)/2. For
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Which of the following is a sentence fragment?
He spent twenty dollars on those shoes. How much did you spend on those shoes?
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Both C and D are fragments. If you have to choose one, it's probably D.
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Sharon spent $2 on a magazine; then she spent half of the rest of her money on shoes. She spent half of her remaining money on
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X= X+2+(a÷2)+(b÷2)+12
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Jeffrey spent 1/2 of his money on a pair of shoes and 1/3 of the remainder on a wallet. After he spent $6.95 on lunch, he had
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Solution: Let jeffery have $x at first given jeffery spent 1/2 of money in a pain of shoes ie; $x/2
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Please help me to work this out using the inversion method (I'd appreciate if you could provide a step by step breakdown (I
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(1/3)s + (1/4)s + 400 = s 400 = 7/12s 400 / (7/12) = s 400 * (12/7) = s 4,800/7 = s 685.71 = salary
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