Based on the given equation, we can match the viable solution for each of the equations as follows:
1) C = 14.20 + 1.10w - This equation represents a shipping service with a base price of $14.20 for the first pound and an additional charge of $1.10 for each additional pound.
2) C = 7.10 + 0.65w - This equation represents a shipping service with a base price of $7.10 for the first pound and an additional charge of $0.65 for each additional pound.
3) C = 23.35 + 1.85w - This equation represents a shipping service with a base price of $23.35 for the first pound and an additional charge of $1.85 for each additional pound.
4) C = 2.80 + 0.55w - This equation represents a shipping service with a base price of $2.80 for the first pound and an additional charge of $0.55 for each additional pound.
Writing Linear Functions Unit Test
4 of 174 of 17 Items
Question
A shipping service has four different options for packages where each service has a base price for the first pound and a charge for each additional pound. Let w
be the weight of the package in pounds and C
be the cost in dollars.
Match the solution that is viable for each equation.
(2 points)
Put responses in the correct input to answer the question. Select a response, navigate to the desired input and insert the response. Responses can be selected and inserted using the space bar, enter key, left mouse button or touchpad. Responses can also be moved by dragging with a mouse.
C=14.20+1.10w
C=7.10+0.65w
C=23.35+1.85w
C=2.80+0.55w
1 answer