P6 Math: 3 Parties Before and After with Uneven Ratio at the End

A total of 3 parties are given at first.
Each of the party undergo increase or decrease and the end ratio is given.
Some of the increase/decrease are fractional and some are numerical.

Such questions are common in Paper 2 of P6 exams
Calculator usage is allowed.

An easier version of this question can be found here.


Elizabeth, Wendy and Lindy had a total of $483 at first.
Elizabth was give some more money by her parents and had double of what she had at first.
Wendy spent $67 on a pair of ballet shoes and Lindy's brother gave her another $94.
In the end, the ratio of remaining money of Elizabeth to Wendy to Lindy was 5:4:2.

How much did Lindy have at first?


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P5/P6 Math: Before and After with Percentage and Fractional Decrease

This question type begins with the total of 2 values given at first.
One of the value undergo percentage decrease and the other a fractional decrease.
Both values become equal at the end.

Students will need to work backwards in order to solve such questions.

These questions are common in Paper 2 of P5 and P6 exams.
Calculator usage is allowed.

Mr Tan and Mr Lee had a total of $418 at first.
After Mr Tan spent 75% of his money on a gift and Mr Lee spent 1/3 of his money on lunch, both men had equal amount of money remaining.

How much did each have remaining at the end?


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P5/P6 Math: Triangle sharing Base and Height with Rectangle

The area of a triangle are actually expressed as half the area of a rectangle or square.

This above concept requires students to know that regardless of how the triangle looks like, it's area will be half of a rectangle that shares the same base and height as it shares the same length and breadth of a rectangle.

Such questions are common in Paper 1 of P5/P6 exams.
Calculator usage is not allowed.




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P5/P6 Math : 3 Parties Before and After with Equal Amounts at the End

This Before and After problem sum starts with the total of 3 parties given.
Each party undergo either numerical increase, numerical decrease and/or fractional decrease. The problem sum ends with each party having equal ratio in the end.

Such questions are common in P5 and P6 Paper 2.
Calculator usage is allowed.

Ben, Carl and Dave have a total of 1021 marbles at first.
After Ben halved his number of marbles by giving some away, 
Carl bought 118 more marbles and Dave threw away 1/5 of his marbles,
each boy have the same number of marbles left.

How many marbles did Dave have at first?


If the above question is easy, try to do the more challenging question below.

The question below will randomize with different numbers every hour. 
Copy below question down before making attempt.


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