SOLUTION: hELLO, PLEASE HELP ME WITH THIS. i AM STRUGGLING WITH THIS QUESTION.tHANKYOU. qUESTION: A theatre company produced the musical cats .The company had to pay royalty fee

Question 105290: hELLO,
PLEASE HELP ME WITH THIS. i AM STRUGGLING WITH THIS QUESTION.tHANKYOU.
qUESTION:
A theatre company produced the musical cats .The company had to pay royalty fee of $1250 plus 325 per performance.THe same company also presented the musical production of fame in the same year.For the production of fame the company had to pay a royalty fee of $1400 plus $250 per performance.
Solve these
a) Write an equation that relates the total royalties and the number of performances for each musical.
b) Graph the two relationships on the same grid
c) When does the company pay the same royalty fees for the two productions.
d) Why do you think the creators of these musicals would get the royalties in the form of a partial variation instead of a direct variation.
Answer by elima(1433) (Show Source): You can put this solution on YOUR website!
A theatre company produced the musical cats .The company had to pay royalty fee of $1250 plus 325 per performance.THe same company also presented the musical production of fame in the same year.For the production of fame the company had to pay a royalty fee of $1400 plus $250 per performance.
Solve these
a) Write an equation that relates the total royalties and the number of performances for each musical.
b) Graph the two relationships on the same grid
c) When does the company pay the same royalty fees for the two productions.
d) Why do you think the creators of these musicals would get the royalties in the form of a partial variation instead of a direct variation.
============================================================================
Let C = the royalties for Cats and F = the royalties for Fame. P = the number of performances.
C = $1250 + $325P
F = $1400 + $250P
b)Cats is the red line and Fame is the green line. The horizontal axis is the number of performances (P) and the vertical axis is the total amount of royalties for each of the two musicals..

c)
To find the value of P when the royalties are the same for both plays, set C = F
$1250+$325P = $1400 + $250P Subtract $1250 from both sides.
$325P = $150+$250P Now subtract $250P from both sides.
$75P = $150 Divide both sides by $75
P = 2
The royalties are the same for second performance.
d) One reason is that the creators are guaranteed to get at least $1250 for Cats and $1400 for Fame even if there are no performances
:)
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