Is the relationship between the price and the number of chicken wings proportional?
Why or why not?

C) It is not proportional because the price of 1 chicken wing is not the same for each quantity ordered

For each point, divide the y coordinate over its paired x coordinate.

For instance (x,y) = (40,50) leads to k = 50/40 = 1.25 meaning 1 chicken wing costs $1.25 for this point.

The point (x,y) = (50,60) leads to k = 60/50 = 1.20, so the price is now $1.20 per wing here.

The unit prices are not the same, so the price is not proportional to the number of chicken wings.

Note how a straight line does not go through all of the points shown, so this is a clue we don't have a proportional relationship. Also, the line must go through the origin for a direct proportion to happen.

i think the answer would be c