An employee at a toy store wants to put as many teddy bears as she can on a display. Each teddy bear weighs 1/4 pounds. The displa

Question

An employee at a toy store wants to put as many teddy bears as she can on a display. Each teddy bear weighs 1/4 pounds. The display can hold a maximum of 14 pounds. How many teddy bears can the employee put on the display?
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Nick · Answer

Answer: 56 teddy bears on the display. Step-by-step explanation: We can find the maximum number of teddy bears that can be put on the display by dividing the maximum weight of the display by the weight of each teddy bear. Since each teddy bear weighs 1/4 pounds and the display can hold 14 pounds, we can put a maximum of 14 / (1/4) = <<14/(1/4)=56>>56 teddy bears on display.

Jezebel · Answer

Answer:   56 teddy bears   Step-by-step explanation:   If each teddy bear weighs 1/4 pounds, then the total weight of teddy bears that can be put on the display is 1/4 pounds * X teddy bears, where X is the number of teddy bears.    The maximum weight the display can hold is 14 pounds, so we need to find the value of X that satisfies the equation: 1/4 pounds * X teddy bears = 14 pounds.    Dividing both sides of the equation by 1/4 pounds, we get: X teddy bears = 14 pounds / 1/4 pounds =  56 teddy bears.     Therefore, the employee can put  56 teddy bears  on the display.

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