SG
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Primary 6
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Number and Algebra
Hi, please help. Thank youπ
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6
Zhong Shu Hao
Units and parts question. Let the initial ration of 1:3 be in units, and the final ration of 7:9 be in parts
1 unit + 15 = 7 parts
3 units - 15 = 9 parts
To find the value of 1 unit or 1 part, we must eliminate the other. It is easier to elimiate units in this case.
By multiplying '3' on both sides of the first equation, we will get:
3 units + 45 = 21 parts
Notice that there is a "3 units" in both equations now. So we can eliminate units just by subtracting one equation from another.
Now, if we were to subtract the second equation from this equation that we just obtained,
45 - (-15) = 12 parts
60 = 12 parts
1 part = 5.
Since there are 9 parts of girls left,
No of girls left = 9x5
=45
No of girls at first=45+15, = 60.
6 years ago
Jessica Wong
Thanks, Shu Haoπ
6 years ago
Yueh Mei Liu
Consider what remains the same. The total number of children is the same cos 15 left and 15 joined.
So before is 1:3. Total 4 units.
After 7:9. Total 16 units.
Make total number is units the same.
1:3 (multiply by 4) = 4:12
3 units = 15.
6 years ago
Zhong Shu Hao
Hmm... Didnt think of that lol
6 years ago
Yueh Mei Liu
Make total of units the same. Typo.
So 3 units = 15.
12 units = 15 Γ 4 =60 girls at first.
6 years ago
Jessica Wong
Thanks, Yueh Meiπ
6 years ago
Jasmine Yeo
Asked 9 years ago
SG
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Primary 5
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Number and Algebra
Kindly help to solve this question. Thanks!
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3
Vera Koh
6 years ago
Gerald Goh
The model is quite correct but the method is simultaneous equations.
My take is to solve heuristically.
The amt they spent 475-370=105
Take this as a set, 3 sets = 315
370-315= 55 (1 unit of A - left)
A: 5 units at first = 5 x 55
B : 475 - A (above)
6 years ago
Jasmine Yeo
Thanks Vera Koh and Gerald Goh!
6 years ago
Choon Hwee Lim
Asked 9 years ago
SG
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Thanks, Jaclyn Tan
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Lek May Lee
Asked 9 years ago
SG
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Primary 6
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Number and Algebra
P6 maths, your help is appreciated, thanks
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20
Zhong Shu Hao
Lol 9k years old... π scared me when i first read it π±
6 years ago
Zhong Shu Hao
Anyways...
a)
Nigel = 9k/3 = 3k years old
Bryan = 3k-2k= k years old
b)
When Bryan is 18 years old,
k=18
9k=... 162 years old...
Hence, Mr. Wong would be 162 years old then. (WHAT???)
6 years ago
Lek May Lee
Must leav
6 years ago
Lek May Lee
Thanks but the b) the answer must be in terms of k???
6 years ago
Zhong Shu Hao
No idea... Whats the given ans?
6 years ago
Lek May Lee
A School homework given by teacher, no answer...
6 years ago
Yeo See Yeong
B) 9k + (18-k) = 8k + 18. ???
6 years ago
Janice Chan
b) when Bryan is 18k years old, Nigel will be 20k years old.
So 1 unit = 20k
3 units = 20k x 3 = 60k
Mr Wong will be 60k years old when Bryan is 18k years old.
6 years ago
Zhong Shu Hao
Q is when Bryan is 18 years old, not 18k years old leh...
6 years ago
Janice Chan
That's the tricky part.
6 years ago
Loh Jessie
lost!
6 years ago
Janice Chan
Bryan is 1k years old now so when he's 18 years old means
1k x 18 = 18k years old
6 years ago
Zhong Shu Hao
Huh?
6 years ago
Kho Tek Hong
Mr Wong is always 8k older than Bryan. So the answer is 8k+18.
6 years ago
Zhong Shu Hao
Ahh... Kho Tek Hong I see what you mean
6 years ago
Lee Kah Yee
A) This year
Mr Wong: 9k yo
Nigel: 3k yo
Bryan: k yo
b) when Bryan is 18 yo, it'll be (18-k) years later, so,
Mr Wong: 9k+(18-k)=8k+18
Nigel: 3k+(18-k)=2k+18
Bryan: k+(18-k)=18
6 years ago
Lek May Lee
Thanks all
6 years ago
Claudia Tan
6 years ago
Claudia Tan
Sorry all. Kindly ignore part b Ans as my daughter has misread the qn, hence wrong ans.
6 years ago
Lek May Lee
Thanks
6 years ago
Missy Izfenza
Asked 9 years ago
SG
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Primary 3
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Number and Algebra
Thanks Carol Khoh... yours is easier for me to explain to my son.. i didnt see the 2 bags of rice total mass is 8kg.. thanks.
6 years ago
Carol Khoh
Hi, it's the extra weight of the rice that made the 8 kg π
6 years ago
Kho Tek Hong
2 bags of rice and 3 bags of flour --> 38 kg
Replacing 2 bags of rice by 2 bags of flour,
5 bags of flour --> 30 kg
1 bag of flour --> 6 kg
1 bag of rice --> 10 kg
6 years ago
Kho Tek Hong
This method is known as proportional reasoning.
6 years ago
Rhea Mayuman
6 years ago
Rhea Mayuman
6 years ago
Izam Marwasi
Kho Tek Hong.. Your method I like.. Proportional Reasoning..
Its easier to solve if the kids understand the reasoning.. Thanks