Question

will fan and medal !!!
Alfred is taking a trip. He drove 150 mi and then stopped to refuel. He will drive 60 mph to finish his trip. Let x represent the hours it takes for Alfred to complete the rest of his trip, and let y represent the total distance traveled.

Complete the function equation that relates Alfred’s total distance traveled to his time.

Answer 1

For the rest of Alfred's trip after the refuel stop, the distance will be his rate of speed times the number of hours x it takes for him to complete the trip.

If y represents the total distance traveled, then:

y = 150 + 60*x

Agree? @OGangsta

Answer 2

it is supposed to be on point slope form though @KamiBug pls help

Answer 3

y = 60x + 150
Just rearrange it. :)

Answer 4

ok thank you

Answer 5

can you help me with one more please

Answer 6

Sure :)

Answer 7

Complete the equation for the linear function whose graph contains the point
(−1, 2) and has a slope of 0.9.

Answer 8

Plug the given info into the point-slope form.
Then, solve for y to get it in slope-intercept form. :)

y-2=0.9(x+1) <--- point-slope form

Distribute.
y-2=0.9x + 0.9
Combine Like Terms.
y=0.9x + 2.9 <--- slope-intercept form

Answer 9

thank you so much no wonder why you were my first fan

Answer 10

Lol, no problem. :)