A yearbook printer charges based on the number of pages printed. Here is a table that shows the cost of some recent yearbooks. Number of pages 50 100 150 200 Cost 1.55 2.25 2.95 3.65 Which equation gives the cost, y, in terms of the number of pages, x? A. y = 0.014x + 49.15 B. y = 0.014x + 1.55 C. y = 0.014x + 0.85 D. y = 58.8x + 0.85
I think it could be A but I'm not certain
You can eliminate A; the cost of yearbooks are all less than 49.15
are u sure this are all the options i can work u tru the steps but i am not getting any of the options u have posted
100% sure
ok..i'll look over again
Ok could it possibly be B then @dimensionx
from the data what is the cost of 1 page?
1.55 correct?
nope that is the cost for 50pages
look t the difference between page 50-100 100-150 then u can tell?
Oh sorry xD would it be 0.031?
nah.. ok do these what is the difference between the cost of 100 pages to 50pages
0.7 i did 2.25-1.55
I hope i don't seem like an idiot i am just awful at math
@MrNood
ok great. no u don't seem like an idiot we are all learning try the same method for the cost between 150 pages and 100pages to confirm ur initial difference is right
did u get the same 0.7? @TwiztTiez
Yup yup
@Mariam.A
ok great then so if the difference is 0.7 and the cost for 50pages is 1.55 what is the cost for 1 page going to be?
0.85??
@Mariam.A
yeah great
so what does would u be using the 0.85 for?
So then it'd be C or D right?
yeah but u still need to find one more variable
Which is?
u can decide to test both option to see which one works out
or divide your rate difference 0.7 by the number of pages difference 50 to work it out meaning 0.7/50
Is it D?
No it's C i get it thanks
ur welcome..
Because 0.7/50=0.014 thanks fanned and medal
thanks :D
Can you help me with one more @Mariam.A
ok, i'll try ..post it
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