Steve makes $7.00/hr delivering newspapers and 0.18 per each paper delivered; how many papers he needs to deliver to earn more than $30/week? Thanks :)
It would depend on the number of hours he works as well as the newspaper delivered. This question seems ambigious.
yeah you need a number of hours or number of papers. since you are asking for number of papers, you need to supply the number of hours man.
That's all I got, thanks :)
Let x = number of hours Let y = number of papers delivered $7.00x + .18y > $30.00
That's all I can do with this Ally7.
Thanks for your help, have a good night..
Good luck.
Thanks, I could definitely use it...
ill try some stuff give me a minute
Sure
Alright, I've got it. Pretty cool stuff actually. The equation I got gets you EXACTLY $30, and the week kind of makes no sense, you would just have to run the equation per week in a sense.
Ok, so how do I put it on paper?
Wow this is awesome, works out perfectly. Here goes.
T = number of hours worked. \[7(T) + .18[(\frac {1500}{9}) - (\frac{350}{9})*T]\]
That will give you the number of papers you need to sell to hit $30. So round up to the nearest integer to get the right answer.
Be mindful of the brackets, parenthesis, and such.
Great, thank you so much for your help
anytime.
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