Front-row tickets for a concert cost $60. After every 5 rows, the ticket price goes down $5. Find the total amount of money made by a full house. There are 20 rows. First row has 18 and each row increases by 3. I have the information. I have this so far: $60--- row 1-5 $55---row 6-10 $50---row 11-15 $45---row 16-20 I just don't know how to find the total amount of money generated by a full house. I don't get that part.
row 1-5 18seats row 6-10 21seats row 11-15 24seats row 16-20 26seats
18(60) + 21(55) + 24(50) +27(45)
Thanks!
yep yep
hey, btw, how do I find the total seating capacity @wilks311
Refer to the attached Mathematica program calculation.
what you said makes no sense.
please help @wilks311
@Nurali
5 rows have 18 seats, so 5(18) ... so on and so fourth
What do I do once I have all the numbers? Do I add them?
Find the number of seats in each group of rows, then multiply by their price. Rows 1-5 as 18 seats in row 1, 21 in row 2, 24 in row 3, 27 in row 4 and 30 in row 5. That is a total of 120 seats at $60 each or $7200 repeat this for rows 6-10, hen 11-15 etc and add up all the $ values.
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