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.

Elizabeth was given 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?

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.

Click if above box appears blank

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.

Click if above box appears blank

P5 Math: Ratio Basics (3 parties)

Ratio of 3 parties merely expresses the simplest form between 3 values and are not representing the exact value.

With one or more values given, students must make be able to derive the other values by means of multiplication or division.

Such questions usually appear in P5 Paper 1.

Calculator usage is not allowed.

Tricia, Belinda and Alicia has baked some muffins in the ratio of 4:3:1 respectively.

They baked a total of 640 muffins.

How many more muffins than Alicia did Tricia bake?

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.

Click if above box appears blank

P5/P6 Math: A Total of 3 Given with Equal Ratio at the End

This question type starts with a known total of 3 parties.

Each party undergo either a fractional decrease or value increase/decrease and all 3 parties ends with equal ratio at the end.

Such questions are common in Paper 2 of P5 and P6 exams.

Calculator usage is allowed.

Derrick, Lawrence and Patrick had $3025 altogether at first. 

After Derrick spent ⁵/₇ of his money and Lawrence spent ¹/₄ of his money 

and Patrick spent $155, each boy have the same amount of money left. 

How much did the 3 boys have altogether at the end?

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.

Click if above box appears blank

P5/P6 Math: Internal Transfer with Constant Difference

The following question is a "Before and After" type question where there is an "Internal Transfer" between 3 parties and two of the parties will either add or minus the same number.

Hence the "Constant Difference".

Such questions usually appear in Paper 2 of P5/P6 exams.

Calculator usage is allowed.

Brad, Harry and Lawrence have some toy trucks.

Brad has 88 toy trucks, Harry has 150 toy trucks and

Lawrence has 20 toy trucks.

After Harry gave Brad and Lawrence equal number of his toy trucks,

Brad now have thrice as many toy trucks as Lawrence.

How many toy trucks did Harry have at the end?

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.

Click if above box appears blank

P3/P4 Math: 3 Party Comparison Model Drawing ( within a same sentence )

Comparing 3 parties with 2 separate sentences is common in P3.

There are 13 more green than red ribbons.

There are 10 more blue than green ribbons.

In the later part of P3 and onto P4,
students are required to know how to draw comparison models with a single sentence such as one below.

Mark has 15 more cards than Reuben and 11 less cards than Bernard.
Who has the most and who has the least cards?

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.

Click if the above box appears blank

P3 Math: 3 Parties Comparison with Multiples and More Than Less Than

The question type below allows P3 students to test their understanding on how to compare 3 different parties.

With the 2 comparison sentences given, students must piece together the information from both comparison pairs to construct a model that conforms with the information presented in the question.

Such questions often appear in P3 WA2 or SA2 in Section C.

There are total of 146 boys, girls and adults in a cinema.
There are 34 more boys than adults.
There are thrice as many girls as boys.

How many adults are there at this cinema?

Brief history of the cinemas in Singapore

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.

Click if above box appears blank

Click here to register for Mr Neo's class

P3 Math : 3 Parties More Than/Less Than Comparison Model with One Party Given

The question type below allows P3 students to test their understanding on how to compare 3 different parties.

With the 2 comparison sentences given, students must piece together the information from both comparison pairs to construct a model that conforms with the information presented in the question.

Such questions often appear in P3 WA1 or SA1 during May and usually appears as the first question of section C.

There are red, blue and green rubber bands in a bag.
There are 35 more red than blue rubber bands.
There were 42 less green rubber bands than red rubber bands.
There were 80 blue rubber bands in the bag.

How many rubber bands were there altogether?

World's largest rubberband ball

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.

Click if above box appears blank

P3 Math: 3 Parties More Than/Less Than Comparison Model with Total Given

The question type below allows P3 students to test their understanding on how to compare 3 different parties.

With the 2 comparison sentences given, students must piece together the information from both comparison pairs to construct a model that conforms with the information presented in the question.

Such questions often appear in P3 WA1 or SA1 during May and usually appears as the first question of section C.

Tristan, Bella and Kate was given a total of 470 pears.
Tristan was given 40 more pears than Bella.
He was given 90 more pears than Kate.

How many pears does Bella have?

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.

Click if above box appears blank

P6 Math: 3 Parties Fractional Comparison (One Vs Sum of Two)

The following question is a high value 4 or 5 marks P6 Math paper 2 type questions.

Calculator usage is allowed.

Although it looks like a fraction problem sum,
this question requires the usage of two known ratio techniques in order to solve.

Abel, Benny and Carlise shared some stickers.

Half of Abel's stickers was equal to 1/4 of Benny's and Carlise's stickers combined.

1/4 of Benny's stickers was the same quantity
as 1/5 of the total of Abel's and Carlise's stickers.

What is the ratio of Abel to Benny to Carlise's stickers?

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.

Click if above box appears blank

P6 Math: 3 Parties but only sum of 2 given

The question below usually appear in many schools' Prelim Papers just before the PSLE.

Such questions will appear in Paper 2.  

Calculator usage is allowed.

This question revisits a similar P4 concept here.

Harry and Randall and Patrick made some paper flowers for a charity event.
The number of paper flowers made by Harry and Randall was 290.
The number of paper flowers made by Randall and Patrick was 728.
Patrick made thrice as many paper flowers as Harry.

How many paper flowers did the 3 boys make altogether?

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.

Click if above box appears blank