Question

Anita sells stuffed bunnies and puppies to a toy store. she sells each bunny for $8.00 and each puppy for $10.00. this week, anita wants to sell more than 30 stuffed animals and needs to earn a minimum of $450. which system of inequalities can anita use to determine the number of stuffed bunnies, x, and stuffed puppies, y, that she can sell to meet her goals?

Answer 1

The correct answer is x + y > 30 8x + 10y ≥ 450.

What exactly is inequality?

An inequality exists when two or more expressions are not equal and there is a greater than (>), greater than or equal to (≥), less than (<), or less than or equal to (≤) sign between them.

How can Anita figure out how many stuffed bunnies she can sell to achieve her objectives? What system of disparities may she use?

In accordance with the issue,

Each rabbit costs $8.00.

Each puppy costs $10.00.

If there are x stuffed rabbits, then there are also y stuffed puppies. The sum of the money that Anita will make is equal to 8x + 10y.

Anita wants a minimum salary of $450, which is 8 times plus 10 years.

Once more, the issue is that Anita wants to sell more than 30 plush animals. x + y ≥ 30.

Therefore, x + y > 30 8x + 10y ≥ 450.

Learn more about inequalities with the help of the given link:

brainly.com/question/24372553

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