You’ve decided to start your own business and sell handmade toys. You found an online supplier, Company A, where you pay $11 for each of the toys plus $10 shipping. You will sell the toys for $13 each. Since you are just starting out, you can’t spend more than $150 to get the toys.
I need to know the equation
11x+13x+10≤150
11x+10≤150
13x+10≤150
13x-11x+10≤150 it's not this one
i want to know which one it is
Its 11x + 10 ≤ 150
what is the total cost for x toys, at $11 each?
Then add in the shipping.
It cannot exceed 150
As Reiny told you, forget about the sales price of $13 each ...
Is it b?
The correct equation for your scenario is:
11x + 10 ≤ 150
Explanation:
Let's break it down step by step:
1. The variable "x" represents the number of toys you buy.
2. The cost of each toy is $11, so the total cost of buying "x" toys is 11x.
3. Additionally, you have to pay $10 for shipping, which is a fixed cost regardless of the number of toys.
4. The total amount you can spend is $150, so the total cost of the toys (11x) plus the shipping cost ($10) should be less than or equal to $150.
Therefore, the equation is:
11x + 10 ≤ 150