Richard Chua
Asked 8 years ago

SG chevron_right Primary 6 chevron_right Number and Algebra

Need help pls. Thank you in advance.

Replies 5

Mayuree Thongpan

Not sure, please check it again.

5 years ago
Richard Chua

thank you so much.

5 years ago
Jasmine Tan

This is my answer

5 years ago
Jasmine Tan

5 years ago
Jasmine Tan

It is diff from wat was posted...can anybody tell me if I am right or wrong

5 years ago

Linda Chen-Foong
Asked 8 years ago

SG chevron_right Primary 5 chevron_right Number and Algebra

P5 Qn. Is there another method rather than algebra? Many thanks in advance. 😊The cost of 2 mangoes and 1 pear is $4.60. The cost of 1 such mango and 3 pears is $3.80. What is the greatest number of mangoes that can be bought with $24.50? (Ans. 12 mangoes)

Replies 8

Zhong Shu Hao

Algebra will be the most straight forward method... But maybe can do by "algebra-in-disguise" method? Haha

5 years ago
Linda Chen-Foong

Zhong Shu Hao: heheheπŸ˜‚ thanks ya! I was hoping for a more straightforward solution to my gal. But she seemed to understand so hoping for the best. πŸ˜‹βœŒπŸ»οΈthx again.

5 years ago
Zhong Shu Hao

^.^

5 years ago
Raymond Ng

5 years ago
Linda Chen-Foong

Thanks so much Raymond Ng! 😊

5 years ago
Jessilyn Ng

2 mangoes + 1 pear = $4.60 1 mangoes + 3 pears = $3.80 Thus, 2 mangoes + 6 pears= $3.80 x 2= $7.60 Diff between 1st & 2nd equations is 5 pears, 5 pears--> $7.60-$4.60= $3 1 pear--> $3 divide 5= $0.60 3 pears--> $0.60x3= $1.80 1 mango--> $3.80-$1.80= $2 Greatest No. Of mangoes--> $24.50 divide by $2= 12

5 years ago
Kwang Huang Sim

5 years ago
Linda Chen-Foong

Thanks all 😊😊 my gal has understood the question. Cheers!

5 years ago

Wong Wai Chee
Asked 8 years ago

SG chevron_right Primary 4 chevron_right Number and Algebra

Please help

Replies 5

Dushyant Kumar

5 years ago
Wong Wai Chee

Thanks very much Kumaravel Thanagasundaram

5 years ago
Norizan Othman

5 years ago
Wong Wai Chee

Thanks for all help

5 years ago
Kwang Huang Sim

5 years ago

Lydia Foong
Asked 8 years ago

SG chevron_right Primary 6 chevron_right Geometry

p6 question for advise pls? Tia.

Replies 22

Dushyant Kumar

75 degrees

5 years ago
Lydia Foong

how did u get 75 pls?

5 years ago
Dushyant Kumar

Can ur child do algebra

5 years ago
Lydia Foong

no

5 years ago
Lydia Foong

can u show me how u solve using algebra pls?

5 years ago
Dushyant Kumar

Sure

5 years ago
Raymond Ng

5 years ago
Lydia Foong

pls post here for algebra method. Thks

5 years ago
Lydia Foong

thanks raymond

5 years ago
Dushyant Kumar

5 years ago
Dushyant Kumar

This the idea behind the answer

5 years ago
Lydia Foong

thks all

5 years ago
Albert Wan

Thanks, Mr Kumar. However, looking at your explanation pic is as challenging as the question

5 years ago
Dushyant Kumar

Haha. It's because if students understand triangle angle property then easier. U see my second pic.

5 years ago
Zhong Shu Hao

I think Albert is trying to say that your picture is in the wrong orientation...?

5 years ago
Albert Wan

yes, Mr Zhong. the second pic. (the upside down one)

5 years ago
Dushyant Kumar

I get confused when I take the picture. Will learning soon

5 years ago
Yeo See Yeong

5 years ago
Jessilyn Ng

Not sure if this is btr

5 years ago
Gerald Say

Not in syllabus no worries

5 years ago
Fiona Fong

How abt without algebra? My son dont understand!

5 years ago
David Wong

Well, this is not really algebra. Just pure geometry. You can substitute the algebra bits with number of units, i.e. just treat x as 1 unit but that's irrelevant. It is the thinking behind it, which requires geometry knowledge.

5 years ago

Linda Chen-Foong
Asked 8 years ago

SG chevron_right Primary 6 chevron_right Fractions

Please help. TIA 😊Lily had 2/3 as much money as Andrew. After each of them spent $250, the amount of money Lily had left became 3/10 of the total amount of money both of them had left. (a) How much did Andrew have at first?(b) How much money must Andrew give to Lily so that they have the same amount of money in the end?

Replies 4

Yeo See Yeong

5 years ago
Linda Chen-Foong

Yeo See Yeong: thanks much 😊😊 really appreciate.

5 years ago
Kwang Huang Sim

5 years ago
Linda Chen-Foong

Cheers!

5 years ago