To find the point at which the cost of the two shipping options is the same, we can set the two equations equal to each other:
4 + 2x = 12
Solving for x, we subtract 4 from both sides:
2x = 8
Dividing both sides by 2, we get:
x = 4
So, when the package weighs 4 pounds, the cost of both options is $12. Therefore, the correct answer is: A package that weighs 4 pounds will cost $12 for both options.
A customer at a shipping store is planning to send a package and is considering two options. The customer can send a package for $4, plus an additional $2 per pound. The cost, y, can be represented by the equation y = 4 + 2x, where x represents the amount of pounds of the package. Another option is that the customer can pay a one-time fee of $12 to send the box, represented by the equation y = 12.
Based on the graph of the system of equations, when will the cost of the two shipping options be the same?
A package that weighs 4 pounds will cost $12 for both options.
A package that weighs 8 pounds will cost $12 for both options.
A package that weighs 12 pounds will cost $20 for both options.
A package that weighs 12 pounds will cost $28 for both options.
1 answer
1 answer