Question

Get-A-Move-On moving company charges $40 for the day plus $0.80 per mile to rent a small moving truck. Truckin' It moving company charges $50 for the day plus $0.50 per mile. Complete the tables for the system of linear equations where m is the number of miles and c is the total cost.

Answer 1

Get-A-Move-On : 40 + 0.80m = C
Truckin' It : 50 + 0.50m = C

Now I am not sure what kind of table you need....1 for each company ?

Answer 2

For example, lets say you drive 50 miles...

Get-A-Move-On would charge :
40 + 0.80(50) = C
40 + 4 = C
44 = C

Truckin' It would charge :
50 + 0.50(50) = C
50 + 2.50 = C
52.50 = C

so when driving 50 miles, Get-A-Move-On costs $44 and Truckin'It costs $52.50

Answer 3

are you understanding this ?

Answer 4

no

Answer 5

simple...
first one....plug in 20 for m in the formulas I wrote and find what each company charges.
GAMO would charge : 40 + 0.80(20) = C
Truckin would charge : 50 + 0.50(20) = C

the next one, sub in 40 for m and do the same thing...

you getting how to do this ?

Answer 6

oh...wait...you only need results for Get-A-Move-On
so sub in 20 for m
40 + 0.80(20) = C
40 + 1.60 = C
41.60 = C
that goes in your first blank

to find the others, just sub in the number for m into the formula and find C