Question

Taylor's doctor has put him on a diet of 800 calories per meal. This means he can consume no more than 800 calories at any meal. His options for lunch in the cafeteria are as follows:

Soups that have 150 calories per serving
Mini Burgers that have 100 calories per serving
Which inequality below can be used to find the possible combinations of servings of soup (s) and mini burgers (b) he can eat and stay within his goal of no more than 800 calories?
150s + 100b ≥800

150s + 100b≤ 800

150s - 100b≤ 800

150s - 100b ≥ 800
PLEASE HELP

Answer 1

well 150 per soup, or 150s
and 100 per burger or 100b

When you add those together, it has to be less than or equal to 800 calories. So how would you write that?

Answer 2

c? @CalebBeavers

Answer 3

c as in the 3rd choice?

You're not subtracting them, you're adding

Answer 4

yes 3rd choice oh so i shhould add

Answer 5

Yes, the calories from the soup plus the calories from the burgers has to be less than or equal to 800 calories

Answer 6

oh obvi D

Answer 7

so it would be the 2nd choice

Answer 8

it would be B?

Answer 9

\[150s+100b \le800\]

Answer 10

can you jhelp wit hsome more?

Answer 11

I can do a few, but i have an anatomy midterm tomorrow so i have to go into study mode soon