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Q&A - PSLE Math

Academic support for Primary 6 and PSLE
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alfretztay
KiasuGrandMaster
KiasuGrandMaster
Posts: 1199
Joined: Sun Sep 12,
Total Likes:5

Re: Q&A - PSLE Math

Post by alfretztay » Mon Jan 05, 2015 8:41 am

MathWithModels wrote:
Daddy wrote: Image
We have two ratios here, but they are ratios of two different numbers. This is the units and parts pattern, and this is the way I'll do it. It's not the only way.

We use units for Jane and parts for Dinah.

Jane (from 25%) 1u : 3u
Dinah (from 50%) 1p : 1p

The total number of red and blue beads doesn't change.

Red beads: 3u + 1p = 610
Blue beads: 1u + 1p = 390

[p]
[----610----]

[p]
[390]

[p] is common to top and bottom, and it adds up to 390. The top becomes


[220]

which means u = 110. Jane has 4u altogether so this is 440 beads.

a. Jane has 440 beads in the end.

Now for part b.

Dinah has p blue beads in the end
[p] is 390, and u is 110, which makes p 390 - 110 = 280
She started with 220 beads, so she received 280 - 220 = 60 beads from Jane.

b. Dinah received 60 beads from Jane.

MathWithModels


! would solve the above problem as follows :

Before

J -> 210(blue) + 390(red)

D -> 180(blue) + 220(red)

After

J -> 1u(blue) + 3u(red) = 4u(total)

D -> 1p(blue) + 1p(red)

(a) 1u + 1p -> 390

3u + 1p -> 610

2u -> 220

1u -> 110

4u -> 440

(b) 1p -> 280

280 – 180 = 100

Ans : (a) 440 beads and (b) 100 blue beads.
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alfretztay
KiasuGrandMaster
KiasuGrandMaster
Posts: 1199
Joined: Sun Sep 12,
Total Likes:5

Re: Q&A - PSLE Math

Post by alfretztay » Mon Jan 05, 2015 9:01 am

Image

(a) Let the number of cookies in each small packet be 1u.
5/7 -> 14 small packets(14u) + 4 boxes(16u) = 30u
1/7 -> 6u
1 – 5/7 = 2/7
2/7 x 1/4 = 1/14

(b) 2/7 -> 12u
3/4 x 12u = 9u(6 big packets) = 6u + 36
[12u – 9u = 3u(given away)]
3u -> 36
1u -> 12
12 + 6 = 18
Ans : (a) 1/14; (b) 18 cookies.
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MathWithModels
YellowBelt
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Posts: 11
Joined: Sun Dec 28,

Re: Q&A - PSLE Math

Post by MathWithModels » Mon Jan 05, 2015 2:02 pm

alfretztay wrote:
MathWithModels wrote:
Daddy wrote: Image
Yes, sorry. I was careless in part b. Thanks for the correction, alfretztay!

MathWithModels.
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Daddy
BlueBelt
BlueBelt
Posts: 247
Joined: Thu Apr 30,

Re: Q&A - PSLE Math

Post by Daddy » Mon Jan 05, 2015 2:09 pm

Thank you very much all of the helpful people...
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Jerico
GreenBelt
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Posts: 178
Joined: Tue Jul 28,

Re: Q&A - PSLE Math

Post by Jerico » Tue Jan 06, 2015 11:23 am

Please help with the attached algebra question :-

Image

Thank you in advance !
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Jerico
GreenBelt
GreenBelt
Posts: 178
Joined: Tue Jul 28,

Re: Q&A - PSLE Math

Post by Jerico » Tue Jan 06, 2015 11:25 am

Image

Kindly help. Thank you very much !
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tanxexy
OrangeBelt
OrangeBelt
Posts: 40
Joined: Tue Nov 12,

Re: Q&A - PSLE Math

Post by tanxexy » Tue Jan 06, 2015 11:33 am

Jerico wrote:Please help with the attached algebra question :-

Image

Thank you in advance !
(a) From the diagram, the volume of the liquid is 800 cm3.
Volume = Area of Base * Height
=> Area of Base = 800/x

(b) If x = 8, Area of Square Base = 100 cm2
=> Length of Base = Sqrt(100) = 10 cm
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tanxexy
OrangeBelt
OrangeBelt
Posts: 40
Joined: Tue Nov 12,

Re: Q&A - PSLE Math

Post by tanxexy » Tue Jan 06, 2015 11:59 am

Jerico wrote:Image

Kindly help. Thank you very much !
Image
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alfretztay
KiasuGrandMaster
KiasuGrandMaster
Posts: 1199
Joined: Sun Sep 12,
Total Likes:5

Re: Q&A - PSLE Math

Post by alfretztay » Tue Jan 06, 2015 8:57 pm

tanxexy wrote:
Jerico wrote:Please help with the attached algebra question :-

Image

Thank you in advance !
(a) From the diagram, the volume of the liquid is 800 cm3.
Volume = Area of Base * Height
=> Area of Base = 800/x sq cm

(b) If x = 8, Area of Square Base = 100 cm2
=> Length of Base = Sqrt(100) = 10 cm
Top

alfretztay
KiasuGrandMaster
KiasuGrandMaster
Posts: 1199
Joined: Sun Sep 12,
Total Likes:5

Re: Q&A - PSLE Math

Post by alfretztay » Tue Jan 06, 2015 8:58 pm

tanxexy wrote:
Jerico wrote:Image

Kindly help. Thank you very much !
Image
I would solve the question as follows :

(a) Area of the square = 2(1/2 times 2x times x) = 2(x^2) sq cm.

(b) Area of shaded segments = (pi time x time x) – 2(x^2) = (pi – 2)x^2 sq cm.
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