Level 3
The figure, not drawn to scale, is made up of Rectangle A and Rectangle B overlapping each other. The area of Rectangle A is 34 the area of Rectangle B. Given that 14 of Rectangle A is shaded. What fraction of the total area of the figure is unshaded?
Level 3
The figure, not drawn to scale, is made up of Rectangle A and Rectangle B overlapping each other. The area of Rectangle A is 34 the area of Rectangle B. Given that 14 of Rectangle A is shaded. What fraction of the total area of the figure is unshaded?
Level 3 34 of Chelsia's money is the same as 23 of Benson's money. If Chelsia had $18 less than Benson, what is the total sum of money of Chelsia and Benson?
Level 3
A total of 1080 students sat for a Mathematics test. 34 of the girls and 78 of the boys passed the test. The same number of boys and girls failed the test. How many more boys than girls passed the test?
Level 3
There is a total of 380 ladies and gentlemen at a party. 37 of the gentlemen and 23 of the ladies are dancing. The number of ladies who are not dancing is equal to the number of gentlemen who are not dancing. How many gentlemen are there at the party?
Level 3
Class 6G and Class 6H have a total of 20 pupils.
13 of the pupils in Class 6G and 57 of the pupils in Class 6H are girls. The number of boys in Class 6G is equal to the number of boys in Class 6H. Find the total number of boys in the 2 classes.
Level 3
There were an equal number of girls in Class J and Class K. 34 of the pupils in Class J and 16 of the pupils in Class K are boys. If there are 42 more boys in Class J than in Class K, what is the total number of pupils in Class J and Class K?
Level 3
The table shows the prices of tickets for a concert performance for an adult ticket and a child ticket. 14 of the tickets sold were for adults. The total amount of money collected from sale of the child tickets was $230 more than the total amount collected from the sale of adult tickets.
How many child tickets were sold?
How much money was collected from the sale of all the tickets?
Level 3
The table shows the prices of tickets for a concert performance for an adult ticket and a child ticket. 14 of the tickets sold were for adults. The total amount of money collected from sale of the child tickets was $230 more than the total amount collected from the sale of adult tickets.
How many child tickets were sold?
How much money was collected from the sale of all the tickets?
Level 3
Richard and Tina had a total of 440 charity tickets. Richard sold 13 of his tickets and Tina sold 25 of hers. They sold an equal number of tickets each. How many tickets did Richard have at first?
Level 3
At a race, 37 of the number of boys is equal to 25 of the number of girls. The number of adults at the race is thrice the number of children. The number of coupons given to each adult, boy and girl at the race is 4, 3 and 2 respectively. The total number of coupons given at the race is 7980.
What is the total number of coupons given to the adults?
Level 3
David and Eileen spent an equal amount on food. David spent 12 of his money on food while Eileen spent 34 of her money on food. Given that David had $4 more than Eileen at first, how much did David have at first?
Level 3
Contestants in a quiz were awarded certificates based on their scores. A total of 312 points were awarded.
18 of the contestants received the Certificate of Distinction.
45 of the remaining contestants received the Merit Certificate and the rest received the Participation Certificate. How many contestants received the Certificate of Distinction?
Level 3
Contestants in a quiz were awarded certificates based on their scores. A total of 312 points were awarded.
18 of the contestants received the Certificate of Distinction.
45 of the remaining contestants received the Merit Certificate and the rest received the Participation Certificate. How many contestants received the Certificate of Distinction?
Level 3
There were 2 boys more than girls in a class. 13 of the boys and 14 of the girls did not wear spectacles. Given that there was an equal number of boys and girls who wore spectacles, how many girls were there in the class?
Level 3
Anna, Beatrice and Corine had a collection of stickers. 12 of Anna's stamps is equal to 23 of Beatrice's stamps. Beatrice had 14 stamps fewer than Corine. If they had 94 stamps altogether, how many stamps did Anna have?
Level 3
Melanie, Oprah and Andy shared $4590 among themselves. Oprah and Andy shared 49 of the money equally. After Oprah gave away some of her money to Melanie, Andy had 3 times as much money as Oprah. How much money did Oprah give to Melanie?
Level 3
Brenda spent $32 on some books and 47 of her remaining money on some stationery. If Brenda had 15 of her original sum of money left, how much money did she have at first?
Level 3
Mindy, Jake and Donald shared a sum of money. The amount received by Jake was 23 the amount of money received by Donald. After Mindy had given $48 to Jake and $27 to Donald, Jake gave $3 to Donald. In the end, 3 of them had the same amount of money. Find the difference between the amount of money that Mindy and Jake had at first.
Level 3
The total length of 3 ribbons and 6 wires is 300 cm. The length of a wire is 13 of the length of the ribbon. What is the total length of the 6 wires?
