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Mathematics

Grade10

Easy

Question

The number of downloaded games that can be stored on a video game system varies inversely with the average size of a video game. A certain video game system can store 160 games when the average size of a game is 2.0 gigabytes (GB). Write an inverse equation that relates the number of games n that will fit on the video game system as a function of the average game size s in GB.

s = $\frac{80}{n}$
s = $\frac{2}{n}$
n = $\frac{160}{s}$
n = $\frac{320}{s}$

hint Hint:

Given The number of downloaded games that can be stored on a video game system varies inversely with the average size of a video game.
so equation would of form n = $straight k over straight s$
Find k by using video game system can store 160 games when the average size of a game is 2.0 gigabytes (GB). And find the Equation.

The correct answer is: n = $320 over straight s$

Given The number of downloaded games that can be stored on a video game system varies inversely with the average size of a video game.
n = $straight k over straight s$
video game system can store 160 games when the average size of a game is 2.0 gigabytes (GB). And find the Equation.
160 = $straight k over 2$ … k = 320
Equation: n = $320 over straight s$

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