Here are the problems but, don't know what the answer is:
Cinema Problem Building Block A
A cinema has 100 seats. The ticket prices are:
£10 for adults
50p for pensioners
What is the minimum that the cinema's takings could be, if all 100 tickets are sold?
What is the next smallest amount that the takings could be? And the next? And the next...?
The cinema took £449 one day. Work out how many adults and how many pensioners bought tickets, if all the seats were filled.
Answer: The minimum that the cinema
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Cinema Problem Building Block B
A cinema has 100 seats. The ticket prices are:
£10 for adults
10p for children
What is the minimum that the cinema's takings could be, if all 100 tickets are sold?
What is the next smallest amount that the takings could be? And the next? And the next...?
The cinema took £208 one day. Work out how many adults and how many children bought tickets, if all the seats were filled.
……………………………………………………………………………….
Cinema Problem Building Block C
A cinema has 100 seats.
The ticket prices are:
50p for pensioners
10p for children
What is the minimum that the cinema's takings could be, if all 100 tickets are sold?
What is the next smallest amount that the takings could be? And the next? And the next...?
The cinema took £20 one day. Work out how many pensioners and how many children bought tickets, if all the seats were filled.
Cinema Problem Building Block D
The ticket prices at a cinema are:
£10 for adults
50p for pensioners
How many different ways can you find of selling tickets so that the takings are exactly £60?
The cinema introduces a child ticket for 10p. The cinema manager starts to list the different combinations of adults, children and pensioners that will earn him exactly £60. Part of his table is shown below:
Without listing all the combinations work out how many different ways there are to earn exactly £60.
What is special about the total number of tickets sold when exactly 4 adult tickets are sold (and the takings are exactly £60)? Explain why.
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Cinema Problem Final Challenge
A cinema has 100 seats.
Show how it is possible to sell exactly 100 tickets and take exactly £100 if the prices are:
£10 for adults
50p for pensioners
10p for children
Is there only one solution?
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It means a pound in weight which is 16 ounces
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What about it?
£54000
block it thats all
by doing math
DEFINE PASSIVE SAFETY
The word 'defining' comes from a root word 'define', which means to precisely state something, or describe something precisely.If you were defining the problem, you are precisely describing and stating the problem.Since one of the categories for this question is Maths, I'd assume this can apply to maths also, in which case 'defining the problem' is working out what you actually have to figure out in the maths problem.
1) Problem with your schools log-in. 2) talk to the person that created the my maths account.
'Jake had a big problem when he hadn't revised for his maths test'..
first you get a banana and you put it into your favorite ear
We are standing by, so fire away.
the problem is this oi44.tinypic.com/ogxeo0.jpg please answer with both answer asap please.
search on maths answers for students.