Mr. Bobby plans to spend no more than $200 on pizza and soda for a party. Each pack of soda costs $5.00 and each pizza costs $8.00. What inequality could Mr. Bobby use to determine how many packs of soda, s, and how many pizzas, p, he can buy?

One side of the inequality would be the final amount, $200 and we would use 200â‰Ą since he wants to spend no more than that. The other side of the inequality would be the amount spent on pizzas and sodas. Since each pizza is $8.00, that term would be 8p or $8.00 x the number of pizzas. Sodas would be 5s for the same reason. So putting this all together, the inequality would be: 200 â‰Ą 8p + 5s

Answer Link

snehashish65 snehashish65 · Answer 2 · 2021-10-12T11:35:42+02:00

Answer:

The inequality to determine the number of packs of pizzas and soda is [tex]8p+5s\leq 200[/tex].

Step-by-step explanation:

Given:

The cost of pizza is, $8.00.

The cost of soda is, $5.00.

Total cost Mr. Bobby can bear is, $200.

Let number of pizza purchased by Mr. Bobby be p. And s be the number of soda.

Since, Mr. Bobby cannot spend more than $200. Means he can spend less than or equal to $200.

So, inequality is,

[tex]8p+5s\leq 200[/tex]

Thus, the required inequality is [tex]8p+5s\leq 200[/tex].

For more details, refer the link:

https://brainly.com/question/24853349?referrer=searchResults