Kevin delivers newspapers in his town every morning. The amount he earns from delivering newspapers is given by y = 30x + 18, where y is the amount he earns in cents and x is the number of houses he delivers newspapers to. However, he is paid a certain amount even if he doesn't deliver any newspapers on a certain day. How much is he paid if he doesn't deliver any newspapers? (x 0, y 0)

20 cents
15 cents
12 cents
18 cents

Question

Kevin delivers newspapers in his town every morning. The amount he earns from delivering newspapers is given by y = 30x + 18, where y is the amount he earns in cents and x is the number of houses he delivers newspapers to. However, he is paid a certain amount even if he doesn't deliver any newspapers on a certain day. How much is he paid if he doesn't deliver any newspapers? (x   0, y   0)

20 cents
15 cents
12 cents
18 cents

anonymous · Answer

it would be 18 because x is the number of houses and anything times 0 is 0.

anonymous · Answer

how about Find the sum.

(14x2 + 7x) + 9x2 =
30x2
30x5
22x2 + 7x
23x2 + 7x

anonymous · Answer

30x^5 + 75x^2 + 7x

anonymous · Answer

$$y=30x+18$$

if x=0, then

$$y=30*0+18$$

$$\boxed{\boxed{y=18~cent}}$$