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Select a Variable to Represent One Quantity and State What

Question 3

Multiple Choice

Select a variable to represent one quantity and state what that variable represents. Express the second quantity in terms of
the variable selected.
-Last year, Rebecca received a grant of g dollars for school. This year she received $5000 plus seven-eighths of last year's amount.


A) Select a variable to represent one quantity and state what that variable represents. Express the second quantity in terms of the variable selected. -Last year, Rebecca received a grant of g dollars for school. This year she received $5000 plus seven-eighths of last year's amount. A) + 5000g = new grant amount B) + 5000 = new grant amount C) + g = old grant amount, then g = new grant amount D) = old grant amount, then g = new grant amount + 5000g = new grant amount
B) Select a variable to represent one quantity and state what that variable represents. Express the second quantity in terms of the variable selected. -Last year, Rebecca received a grant of g dollars for school. This year she received $5000 plus seven-eighths of last year's amount. A) + 5000g = new grant amount B) + 5000 = new grant amount C) + g = old grant amount, then g = new grant amount D) = old grant amount, then g = new grant amount + 5000 = new grant amount
C) Select a variable to represent one quantity and state what that variable represents. Express the second quantity in terms of the variable selected. -Last year, Rebecca received a grant of g dollars for school. This year she received $5000 plus seven-eighths of last year's amount. A) + 5000g = new grant amount B) + 5000 = new grant amount C) + g = old grant amount, then g = new grant amount D) = old grant amount, then g = new grant amount + g = old grant amount, then g = new grant amount
D) Select a variable to represent one quantity and state what that variable represents. Express the second quantity in terms of the variable selected. -Last year, Rebecca received a grant of g dollars for school. This year she received $5000 plus seven-eighths of last year's amount. A) + 5000g = new grant amount B) + 5000 = new grant amount C) + g = old grant amount, then g = new grant amount D) = old grant amount, then g = new grant amount = old grant amount, then g = new grant amount

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