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Primary 4 | Maths
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Now, 116 cookies are being transferred from Tray B to Tray A.
As a result, Tray B has 116 cookies less than before and Tray A has 116 cookies more than before. This is a total “swing” of 232 cookies, so now Tray A has 364 more cookies than Tray B.
But we know that Tray A has 3 times as many cookies as Tray B in the end.
So Tray A has 2 units more cookies than Tray B.
2 units = 364 cookies
1 unit = 182 cookies
3 units = 546 cookies
So Tray A has 546 cookies at the end.
Number of cookies on Tray A at first
= 546 - 116
= 430
If you have done the calculations, Tray B had 182 + 116 = 298 at first, for a difference of 132 cookies.
Suppose you have $5 and I have $5.
I pass you $5. Now, how much more money do you have than me?
When I pass you my $5, I would have $5 less (for a final amount of $0) and you would have $5 more (for a final amount of $10).
So the difference is $10, even though I pass you $5 only. This is because there are two processes involved when I pass you $5. First, I lose the $5. Next, you gain the $5. If you draw the model diagram, you will realise that the model will go like this.
Before:
xxxxx
xxxxx
After:
xxxxxxxxxx
(blank)
Your side of the model gets lengthened by $5 and my side of the model gets shortened by $5.
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