Question

Please help!!!!!!!!!!!!!!!!1

Answer 1

The answer is C.t is less than or equal to 58.

Explanation:

Let x = Number of tutoring sessions

Supplies + tutoring cost = total cost

50 + 25x = 1500

Now need to solve:

Subtract 50 from both sides and simplify

50/ + 25x - 50 = 1500 - 50

25x = 1450

Divide both sides by 25 and simplify

25x/25 = 1450/25

Therefore,

`x\leq 58`

Answer 2

The correct answer is C:
`t\leq 58`

Explanation:

In order to solve this problem, start by first creating an inequality to represent the situation above. The price of the hours and the supply fee can't go over $1,500, so you can set the representative inequality as
`25t+50\leq 1500`. Now solve the inequality, and you will get
`25t+50\leq 1500` =>
`25t\leq 1450` =>
`t\leq 58` hrs. So C is the correct answer.