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Jeremiah is going to the local arcade. He is planning to go bowling and play some arcade games. He has $32 in his wallet to spend.

- A game of bowling costs $11, plus the shoe rental is $3.75.
- Each arcade game costs $0.75 to play.

Given:
\[ X < 24 \]
\[ X < 24 \]
\[ X < 23 \]
\[ X < 25 \]

How many arcade games can Jeremiah play after bowling?

Answer :

The correct option is option C: x<23

What is inequality?

Inequality is the non-equal relation between two statements showing relations like greater than, greater than equals to, lesser than, lesser than equals to, etc

Here given that there is only $32 in hand to spend.

And the bowling game costs= $11

shoe rental costs =$3.75

each arcade game costs $0.75

let's assume no. of arcade games she can play =x

x arcade games will cost to play=$0.75*x=0.75x

so that the total cost should not exceed $32 i.e. total cost is less than $32.

The inequality expression will be

Total cost to play < $32

⇒the bowling game cost + shoe rental cost + arcade game playing cost< $32

⇒ $11+ $3.75+ $0.75x< $32

solving this inequality,

⇒ $14.75+ $0.75x< $32

⇒ $0.75x< $32- $14.75

⇒$0.75x< $17.25

⇒x<17.25/0.75

⇒x<23

Therefore she can play no. of arcade games which should be less than 23.

Therefore The correct option is option C: x<23

Learn more about inequality

here: https://brainly.com/question/11613554

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Rewritten by : Barada

Answer:

x < 25

Step-by-step explanation: