Math
posted by Joe .
At Mr.Vid's Rentals you can join his VID Club for a monthly membership fee of $30.Club members pay only $.85 to rent each movie. If you are not a member of the VID Club, the movies rent for $2.25 each.How many videos would you have to rent each month to make a membership worth the investment?

$30 / $.85 = 35.3 or 36 videos per m0.

30 + .85x < 2.25x
Solve for x.
Please only post your questions once. Repeating posts will not get a quicker response. In addition, it wastes our time looking over reposts that have already been answered in another post. Thank you. 
I did this problem for homework so here is my homework lol but remember DON'T COPY THAT IS AGAINST THE LAW!
So I know the problem or question it is asking is “How many videos would you have to rent each month to make a membership worth investment?” and that's the gist now I just need to figure it out.
What I know:the monthly fee is $30, club members pay $0.85 to rent each, non members pay $2.25 to rent each.
What I need to know:# of videos to rent each month to make it worth the investment.
The strategy i'm using for this problem is setting it up in a simple mathematical solution.
30 + .85n <= 2.25n and solving it from there.
Solving The Problem:
so I started with 30 + .85n <= 2.25n and n=# of movies rented. Then I reduced it to 30<1.4n by doing 2.25.85 and then plugging it back in to the equation. Then I reduced that to 21.4<n by doing 30÷1.4 and then plugging the answer back in to get a final answer of 21.4<n. Thus proving my answer is correct.
Conclusion:
So the answer to the original problem “How many videos would you have to rent each month to make a membership worth investment?” is if u rent at least 22 videos pur month then u should join the club. This is a reasonable answer to the question because based on all the facts that I have shown on solving the problem proves that the answer is right making my answer a reasonable answer.
Respond to this Question
Similar Questions

math
AT Mr. Hoopers Video rentals you can join a video club for a monthly fee of $30. Club members pay only .85$ to rent each movie. If you are not a member of the video club, the movies rent for $2.25 each. How many videos would you have … 
math
A video game store charges a monthly membership fee of $7.50 but the charge to rent each movie is only $1.00 per movie. Another store has no membership fee but it costs $2.50 to rent each movie. How many movies need to be rented each … 
math
At Mr. Vid's Rentals you can join his VID for a monthly membership fee of $30. Club members pay only $.85 to rent each movie. If you are not a member of the VID Club, the movies rent for $2.25 each. How many vidoes would you have to … 
Math
At Mr.Vid's Rentals you can join his VID Club for a monthly membership fee of $30.Club members pay only $.85 to rent each movie. If you are not a member of the VID Club, the movies rent for $2.25 each.How many videos would you have … 
Math, Please help :/
At Mr.Vid's Video Rentals you can join his VId Club for a monthly membership fee pf $30. Club members pay only $.85 to rent each movie. If you are not a member of the VID club, the movies rent for $2.25 each.How many videos would you … 
math math math
HELP ME PLEASE I AM ABOUT TO DIE Should I join the Club? 
Math
Letter 'C' on this question confuses me, please help! Holly has joined a video rental club. After paying $6 a year to join, she then has to pay only $1.25 for each new release she rents. a. Write an equation in intercept form to represent … 
math
MOVIE CLUB Members of a movie rental club pay $15 annual membership fee and $2 for new release movies. Non Members pay $3 for new release movies. a. Write a system of linear equations that represent this situation. b. When is it beneficial … 
algebra
A club currently has 300300 members who pay $ 400$400 per month for membership dues. The club's board members want to increase monthly revenue by lowering the monthly dues in hopes of attracting new members. A market research … 
Algebra
A club currently has 300 members who pay $ 400 per month for membership dues. The club's board members want to increase monthly revenue by lowering the monthly dues in hopes of attracting new members. A market research study …