ChatterBank67 mins ago
Kids Home Work2
2 Answers
Sorry to say I'm stuck and already asked a very similar question
I know the answer just be looking at it and doing it in my head
But I don't know how to "work it out". 14 9 and 7
Q: mina has 5 more marbles than Kirsty
Kirsty has 2 more than sen
Altogether they have 30
How many does each child have?
I just picked a low number for seb then added 2 then 5
And from that increased seb till it made 30
But that seems clumsy
I know the answer just be looking at it and doing it in my head
But I don't know how to "work it out". 14 9 and 7
Q: mina has 5 more marbles than Kirsty
Kirsty has 2 more than sen
Altogether they have 30
How many does each child have?
I just picked a low number for seb then added 2 then 5
And from that increased seb till it made 30
But that seems clumsy
Answers
Best Answer
No best answer has yet been selected by fever28. Once a best answer has been selected, it will be shown here.
For more on marking an answer as the "Best Answer", please visit our FAQ.Less mathematical is maybe a bit easier:
Suppose sen had no marbles, then Kirsty would have 2 and mina 7, that makes 9. There are 21 marbles to be added! But if we share them absolutely evenly, then Kirsty will STILL have two more than sen, and mina will STILL have 5 more than Kirsty. An even share of 21 marbles among the three of them is 7 more marbles each, and there's the answer:
(0, 2, 7) + (7, 7, 7) = (7, 9, 14).
Suppose sen had no marbles, then Kirsty would have 2 and mina 7, that makes 9. There are 21 marbles to be added! But if we share them absolutely evenly, then Kirsty will STILL have two more than sen, and mina will STILL have 5 more than Kirsty. An even share of 21 marbles among the three of them is 7 more marbles each, and there's the answer:
(0, 2, 7) + (7, 7, 7) = (7, 9, 14).
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