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Tetsuo has 50 arcade tokens. Each arcade game at RetroRama costs 4 tokens. How many games can Tetsuo play?

Inequality:
\[ 4x \leq 50 \]

Solution:
Tetsuo can play up to \(\lfloor \frac{50}{4} \rfloor\) games.

Answer :

Answer:

Inequality: 50 = 4g

g=games

Solution= 12 games

Step-by-step explanation:

50=4g [ we first need to isolate the variable by dividing 4 on both sides]

50/4 = 4g/4 [4g/4 the fours will cancel each other out leaving G = 50/4]

50/4 is going to equal 12.5 since we cant have decimals here we get rid of the point .5 leaving us with our answer

g=12

Tetsuo can play 12 games with 50 arcade tokens.

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Rewritten by : Barada

Answer:

Tetsuo can play only 12 games, but he will have 2 tokens left.

Step-by-step explanation: