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@nerlineg @DaBest21 help please
help please guys!!!!! @DaBest21 @nerlineg @mathmath333 @Pinkflower guys!!!
i really need help on this please!!!!!
@EmilyF03 do u know what standard form is
are you there? @DaBest21
ok standard form is A*x+B*y=C
okayy so whats nexts?
is this flvs
k one sec
B)f(x)=75x+60 C) To graph you would start at (0,60) and go up with a slope of 75 use intervals of 1 on the x axis and intervals of 75 on the y axis.
ill do a real quick one sec
Let (3,285) and (6,510) reprsent the coordinate points, where x = number of days coat is rented for; and y = price of rental Given these 2 points, we could write the equation of the straight line. We need the slope. Slope = (510-285)/(6-3) = 225/3 = 75 So the slope is 75. So the equation of the line is y - 285 = 75(x - 3) y - 285 = 75x - 225 y = 75x + 60
THAT its for part B? right? @mathway
the above isnt standard form
@mathway it says standard form no variables can be on the right
−75x+y=60 is a correct standard form equation
and @mathway plz do not copy and paste answers from previous questions about this
its in the code of conduct
@DaBest21 so the correct answer for part B its: −75x+y=60
@DaBest21 It is best to guide them first before giving the answers! and for your quetsion, I lost the connection, so I wasn't able to type it next to my last comment. :/
Remember that the standard form is ax+by=c
and for part C the correct answer its: To graph you would start at (0,60) and go up with a slope of 75 use intervals of 1 on the x axis and intervals of 75 on the y axis. ???
oops forgot the to put the link. again due to the lost of connection. Are we clear now, NOT @DaBest21 ?
whoa calm down ok
and for part A? @DaBest21
-75x+y=60 but if u want to be thechnical do -75x+1y=60 which changes nothing
i was directing the end of that not at u @EmilyF03
Part A: -75x + 1y = 60, Part B: f(x)=75x+60 Part C: To graph you would start at (0,60) and go up with a slope of 75 use intervals of 1 on the x axis and intervals of 75 on the y axis.
thank you!!!! @DaBest21 and @mathway