We want to find an inequality that represents the total number of games that we could get in 13 bundles of computer games.
The inequality that represents the number of games that we can get in 13 bundles is:
156 ≤ G ≤ 195
The given information is:
"A bundle of computer games contain at least 12 games, but no more than 15"
Then if we define g as the number of games in a bundle, we can write:
12 ≤ g ≤ 15
To get the amount of games in 13 bundles, we just need to multiply the above inequality by 13, we will get:
13*12 ≤ 13*g ≤ 13*15
If we define 13*g = G, as the number of games in the 13 bundles we get:
156 ≤ G ≤ 195
This means that in 13 bundles, we can get at least 156 games and no more than 195 games.
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