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Mathematics 7 Online
OpenStudy (thecatman):

please help

OpenStudy (thecatman):

Get-A-Move-On moving company charges $35 for the day plus $1 per mile to rent a small moving truck. Truckin' It moving company charges $40 for the day plus $0.70 per mile. Complete the tables for the system of linear equations where m is the number of miles and c is the total cost. Get-A-Move-On: $55, $75, $95; Truckin' It: $47, $68, $89 Get-A-Move-On: $60, $80, $100; Truckin' It: $42, $63, $84 Get-A-Move-On: $49, $53, $77; Truckin' It: $50, $80, $110 Get-A-Move-On: $54, $68, $82; Truckin' It: $45, $75, $105

OpenStudy (thecatman):

get a move on m c 20 ?? 40 ?? 60 ??

OpenStudy (thecatman):

truckin' it m c 10 ?? 40 ?? 70 ??

OpenStudy (thecatman):

@SarahEZZMcK

OpenStudy (sarahezzmck):

@aegidious

OpenStudy (thecatman):

i think d

OpenStudy (anonymous):

you want to put these into equations so that you can just plug and chug

OpenStudy (anonymous):

the initial day rental would be the y-intercept and the cost of each mile would be the slope. Put the two companies into a y=mx+b format and just plug in the factors to get the answer

OpenStudy (thecatman):

ok it seems to be c

OpenStudy (anonymous):

there you are sir

OpenStudy (thecatman):

thank you

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