The Eskimos are trying to generate more money because player wages are increasing. they have came up with a couple of plans:
Plan 1 : they are going to open up 1850 new seats in the endzone that will be reserved for family seating. they project that they will, on average, get 1850 adults and children to fill those seats if they charge $4.50 per child and $7.50 per adult and they should make $10125.00
a)how many adults and children are needed per game (solve using substitution)
b)how many money do they generate over the course of a 16 game season?
Plan 2: they are planning to sell 75 year anniversary logo football to help raise money. an original full size logo football will sell for $22 and a miniature logo football will sell for $6. if they sell all 6000 footballs they ordered they can make $76000.
c) how many of each type of football did they order?(solve using elimination)
3 answers
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They want to know how many adults and children were admitted. So, let's say there are
a adults and
c children.
1850 adults and children means
a+c = 1850
$4.50 per child and $7.50 per adult and they should make $10125.00 means
4.50c + 7.50a = 10125
Since you now know that a = 1850-c, you can use that to get
4.50c + 7.50(1850-c) = 10125
c = 1250
and now you can easily find a.
Don't just throw up your hands and say you don't have any idea. By the time you encounter a problem like this, you should have
(a) had enough schooling to understand plain English
(b) had enough math to translate simple ideas into symbols.
Anyone can solve an equation. The trick in the real world is to encounter a problem and know how to arrive at the equation that represents it.