Q&A - PSLE Math

[tianzhu]

Hi Hifive


Q2) Shaded area ------Area of 1 big eye – Area of 2 small eyes

Big eye ----- Area of semi circle (r20) – area of 1 square of side 2020

Area of 2 small eyes ------Area of circle (r10) – area of 2 squares of sides 1010

I’ll leave it to you to work out the details.

The answer is 114.16

Best wishes

[Hifive]

Hi tianzhu


Got it. Many thanks for your help once again.

Cheers

[ASK TalkMaths]

Hifive:

Hi


Need help with the following 2 questions:

1. http://www.flickr.com/photos/62186744@N04/6179185117/

2. http://www.flickr.com/photos/62186744@N04/6179184431/

Thanks in advance for the help.

Hifive,
Hope my solution will be clear and useful to you!

https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B81le9JxERBGNTYyZGY5MDItZjI4Mi00NWVlLWEyNjAtMzdlZTAxYTYwZjFk&hl=en_GB

https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B81le9JxERBGZTI4MzQyMDUtYWI5ZS00NDZiLTlhODctNzY0ZjkyZjUwNTU4&hl=en_GB

Feel free to clarify me if you any other doubts!

[tianzhu]

Hifive:

Hi tianzhu


Got it. Many thanks for your help once again.

Cheers

Hi

You’re welcome.

Wishing you the very best for PSLE 2011.

Best wishes

[ozora]

ozora:

Need help.Jim has 3 cubicle tanks of different sizes. The length of Tank A is twice the length of Tank B and the length of Tank B is twice the length of Tank C. Jim filled 20% of Tank A,35%of Tank B and 40% of Tank C with water at first. He then poured all the water from Tank B and Tank C into Tank A. What percentage of Tank A is filled with water now? Can you please solve this question?

Thanks

[mvmir26]

Please help on below


There are 200 red balls and 90 blue balls in basket A. There are 80 red balls and 100 blue balls in basket B. Find the total number of balls that must be transferred from basket B to basket A so that 60% of the balls in basket A and 50% of the balls in basket B are red balls.

[ASK TalkMaths]

ozora:

ozora:

Need help.Jim has 3 cubicle tanks of different sizes. The length of Tank A is twice the length of Tank B and the length of Tank B is twice the length of Tank C. Jim filled 20% of Tank A,35%of Tank B and 40% of Tank C with water at first. He then poured all the water from Tank B and Tank C into Tank A. What percentage of Tank A is filled with water now? Can you please solve this question?

Thanks

Hi Ozara,

The solution is in the link below:

https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B81le9JxERBGMmM4Mzk5ODMtNGQ1MC00ZmFlLWFkYTItOTE1ZDY2MTdiYjQy&hl=en_GB

Hope it will be of help to you. << Mod's Note - URL Removed according to forum's rules >>

[tianzhu]

mvmir26:

Please help on below


There are 200 red balls and 90 blue balls in basket A. There are 80 red balls and 100 blue balls in basket B. Find the total number of balls that must be transferred from basket B to basket A so that 60% of the balls in basket A and 50% of the balls in basket B are red balls.

Hi

This question touches on simultaneous concept.

The units showing the number of red balls and the number of blue balls are not of the same kind and measure. They are representing different sets of objects.

You may solve it in three ways.

1)Using Units and Parts to show red and balls.
2)Using letters of the alphabet to show red and blue balls.
3)Solve the equations pictorially.

There are some examples of similar type of questions in previous posts in this thread.

Basket A

Red ----- 3 units
Blue ----- 2 units

Basket B

Red ----- 1 part
Blue -----1 part

3 units + 1 part ------ 200+80 ------- 280 (red)
2 units + 1 part ------ 100+90 ------190 (blue)

1 unit ----- 90
1 part ----- 10

Red balls transferred from B to A -------- 80 -10 ------70
Blue balls transferred from B to A -------- 100 -10 ------90

Total number of balls transferred from B to A ------- 160.

Best wishes

[mvmir26]

Thank you Tianzhu.

[MathIzzzFun]

mvmir26:

Please help on below


There are 200 red balls and 90 blue balls in basket A. There are 80 red balls and 100 blue balls in basket B. Find the total number of balls that must be transferred from basket B to basket A so that 60% of the balls in basket A and 50% of the balls in basket B are red balls.

Hi

a model approach...

http://i55.tinypic.com/2sb75w4.jpg\">

cheers.