Level 2
There are 94 pupils in a kindergarten. 30 of them are boys. The rest are girls. How many girls are there at the kindergarten?
4 m
Level 3
Andy jogged in the stadium once every 4 days. Mark jogged in the same stadium once every 5 days. They met on 2 Jan 2017.
  1. On which date they next met each other in the stadium? Give your answer in the following format. (Eg 2 Jan 2017)
  2. How many times did they meet in the stadium in January and February 2017?
4 m
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.
4 m
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.
  1. How many child tickets were sold?
  2. How much money was collected from the sale of all the tickets?
5 m
Level 2
There are 32 red and green beads in a box. There are 11 red beads. How many green beads are there in the box?
3 m
Natasha had some T-shirts that she wanted to donate. 3 of them were torn and she had to throw them away. She then packed them equally into boxes. Each box could either contain 6 or 7 T-shirts. What is the smallest possible number of T-shirts Natasha had at first?
4 m
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?
4 m
Level 3
Two lighthouses flash their lights every 36 seconds and 30 seconds. If they flash together at 8:10 p.m., at what time would the two lighthouses flash their lights together again?
4 m
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.
  1. What is the total number of coupons given to the adults?
  2. What is the number of girls at the race?
5 m
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?
4 m