SOLUTION: you have 30 tokens for playing video games and pinball. it costs 3 tokens to play a video game and 2 tokens to play pinball. you want to play an equal number of video games and pin

Algebra ->  Algebra  -> Human-and-algebraic-language -> SOLUTION: you have 30 tokens for playing video games and pinball. it costs 3 tokens to play a video game and 2 tokens to play pinball. you want to play an equal number of video games and pin      Log On

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 Question 517413: you have 30 tokens for playing video games and pinball. it costs 3 tokens to play a video game and 2 tokens to play pinball. you want to play an equal number of video games and pinball games. use an algebraic model to find how many games of each you can playFound 2 solutions by solver91311, josmiceli:Answer by solver91311(16877)   (Show Source): You can put this solution on YOUR website! Let represent the number of video games. Let represent the number of pinball games. Since we want the number of each to be equal: Since video games cost 3 and pinball costs 2 and we have 30 total: Substitute in place of (or vice versa if you like) and then solve the single variable equation. John My calculator said it, I believe it, that settles it Answer by josmiceli(9672)   (Show Source): You can put this solution on YOUR website!Let = number of video games played Let = number of pinball games played given: You can play 6 video games and 6 pinball games