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Upper and lower bounds
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http://www.youtube.com/watch?v=q8x9Idwn65k (Einbetten)
Make a 2x2 table putting upper and lower bound at the top and the two objects at the side:
-------------------------
Lb | UP |
Cup | |
--------------|-----------
Bottle | |
________|_____ |__
Create 2 number lines, one for the cup, one for the bottle
The cups numberline will start at 150 ml as stated in the question
As it is to the nearest 5 ml it must be a numberline with 150 half way in a 5 number gap. So therefore it is 2.5 units either way
147.5__________150_________152.5
The second numberline is for the bottle which starts at 750 as stated in the question. Because it is to 2 significant figures, the second unit in the number is a 10, meaning there is a 10 number gap on the line.
745____________750____________755
Lower bound for the cup is 147.5
The cups upper bound will be 152.5
The bottles lower bound will be 745
The bottles upper bound will be 755
Next look at the worst situation being:
Cup is too big with least amount of lemonade
this means we must look at the numbers:
745ml (lemonade)
and
152.5 (Cups)
Divide the numbers:
745/152.5 = 4.89 (Rounded to 3 S.F.)
This is how many cups he can fill!
4.89 is less that 5!
745/152.5 = 4.885
88.5 ml is left over!
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- Der Nutzer hat seine Fachbereichs-Information gelöscht. Notiz am Upper and lower bounds, erstellt von Gelöschter Nutzer am 26/09/2016.
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- Gelöschter Nutzer · Sep 2016
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- 15 Jan 2017
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- Erstellt von watsonmatthew · 27 Mär 2014
- Kopiert von Sarah Egan · 26 Sep 2016
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