13. Some oranges, apples, and grapes are used in a produce display. The ratio of the weight of oranges to the weight of apples is 3: 2. The ratio of the weight of apples to the weight of grapes is 4: 3. If the grapes weigh 12 pounds, how much do the oranges weigh? 14. A faucet is used to fill an empty rectangular tank. Water flows out of the faucet at a rate of 3 cubic centimeters per second. After running the faucet for 2 x seconds, the volume of water in the tank is 4 cubic centimeters more than of the capacity of the tank. a) Write an expression to represent the capacity of the tank, y, in cubic centimeters.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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13. Some oranges, apples, and grapes are used in a produce display. The
ratio of the weight of oranges to the weight of apples is 3: 2. The ratio of
the weight of apples to the weight of grapes is 4:3. If the grapes weigh
12 pounds, how much do the oranges weigh?
14. A faucet is used to fill an empty rectangular tank. Water flows out of the faucet
at a rate of 3 cubic centimeters per second. After running the faucet for
x seconds, the volume of water in the tank is 4 cubic centimeters more than
of
the capacity of the tank.
a)
Write an expression to represent the capacity of the tank, y, in
cubic centimeters.
b)
How many seconds does it take to fill the empty tank to capacity?
Transcribed Image Text:13. Some oranges, apples, and grapes are used in a produce display. The ratio of the weight of oranges to the weight of apples is 3: 2. The ratio of the weight of apples to the weight of grapes is 4:3. If the grapes weigh 12 pounds, how much do the oranges weigh? 14. A faucet is used to fill an empty rectangular tank. Water flows out of the faucet at a rate of 3 cubic centimeters per second. After running the faucet for x seconds, the volume of water in the tank is 4 cubic centimeters more than of the capacity of the tank. a) Write an expression to represent the capacity of the tank, y, in cubic centimeters. b) How many seconds does it take to fill the empty tank to capacity?
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