@morganchavez Jodie uses her college printer to print pages at the rate of $0.06 per page. She decides to rent a printer for $80 a year. The cost of printing using the rented printer is $0.02 per page. Part A: Write an inequality that can be used to calculate the number of pages that Jodie should print in a year so that the amount she pays for the rented printer is less than the college printer. Define the variable used. (5 points) Part B: How many pages should Jodie print in a year to justify renting the printer? Show your work. (5 points)
THERE YA GO LOL
sorry for being such a retard
Start by setting up the inequality: We want: total cost of rented printing < total cost of college printing So: 80 + 0.02x < 0.06x where x = number of pages printed.
@phi @mathmath333 @math&ing001 @mathgeek27 @satellite73 @I_Need_Help_With_Home
NO U R NOT BEING A RETARD IT JUS TAKES TIME TO LEARN HOW TO USE OS it was hard for me too dont worry ull get the hang of it :)
some guy just replied is that the answer or should i solve that
@undeadknight26 @Preetha @Abhisar
solve
and reply u can tag them bck too if they aint in here
x>2000
r u still there nd is that rt
@morganchavez @I_Need_Help_With_Home
That is correct
so wats next
Find the answer to \[x\]
2000
Yes, that is all
thnx
Your welcome
wat about part b
Sorry I don't know how to do part B. @iambatman @iGreen @AnswerMyQuestions
@iGreen can u answer part b
Ah, it's asking how many pages you have to print a year for the price of renting a printer is cheaper than using the college printer. College Printer: y = 0.06x Rented Printer: y = 80 + 0.02x If you graph these, you get a solution of (2000, 120) So 2000 pages and up will be the price for using the rented printer.
@josh543
is that the answer
@iGreen
so wat is the answer can u explain pls @iGreen
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