R18,49 R21,99 R16,99 Price Size (volume) Mix ratio (concentrate: water) 1,5€ 2l 1,25€ 1:4 1:3 1:5 How much does the 1,25 litre bottle cost? 2 If a person were to buy three of the 1,5 litre bottles: 2.1 how much would this cost? 2.2 how much juice would they be able to make?

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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LUICentrated juices. The aim
On a supelal
his activity is to determine which bottle represents the best value
For money.
the
of
Super Frai
CUARA
R18,49
R21,99
R16,99
Price
Size (volume)
Mix ratio (concentrate : water)
1,5l
2l
1,25€
1:4
1:3
1:5
1 How much does the 1,25 litre bottle cost?
2 If a person were to buy three of the 1,5 litre bottles:
2.1
how much would this cost?
2.2
how much juice would they be able to make?
3 Show how to determine the cost per litre of the 1,25 litre bottle.
4 Calculate which of the three represents the best value
for money in terms of the price and size of each of the containers
5 Calculate the total amount of juice (i.e. mixed concentrate and
water) that can be mixed from each bottle.
6 Now use your answers from 4 and 5 to determine which
bottle offers the best value for money in terms of the cost
and size of the bottle and quantity of juice that can be mixed.
7Would you or your parents use the method above to help you to
make decisions when doing shopping? If not, describe a possible
method that you would use.
8 Describe considerations other than 'value for money' which may
affect the decisions that people make on the type of juice to buy.
Transcribed Image Text:LUICentrated juices. The aim On a supelal his activity is to determine which bottle represents the best value For money. the of Super Frai CUARA R18,49 R21,99 R16,99 Price Size (volume) Mix ratio (concentrate : water) 1,5l 2l 1,25€ 1:4 1:3 1:5 1 How much does the 1,25 litre bottle cost? 2 If a person were to buy three of the 1,5 litre bottles: 2.1 how much would this cost? 2.2 how much juice would they be able to make? 3 Show how to determine the cost per litre of the 1,25 litre bottle. 4 Calculate which of the three represents the best value for money in terms of the price and size of each of the containers 5 Calculate the total amount of juice (i.e. mixed concentrate and water) that can be mixed from each bottle. 6 Now use your answers from 4 and 5 to determine which bottle offers the best value for money in terms of the cost and size of the bottle and quantity of juice that can be mixed. 7Would you or your parents use the method above to help you to make decisions when doing shopping? If not, describe a possible method that you would use. 8 Describe considerations other than 'value for money' which may affect the decisions that people make on the type of juice to buy.
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