Level 3
At a carnival, the children were put into two groups. ⁴₅ of Group F were boys and ²₃ of Group G were girls. Group G had twice as many children as Group F. There were 18 fewer boys in Group F than Group G.

1. What fraction of the total number of children at the carnival were boys? Give your answer in the simplest form.
2. What was the total number of children at the carnival?

Level 3 PSLE
Risa baked 185 more chicken puffs than tuna puffs. After selling ³₅ of the chicken puffs and half of the tuna puffs, she had 146 puffs left. How many puffs did she sell?

Level 3
There are a total of 430 large muffins, small muffins and medium muffins at a stall. ³₅ of these muffins are large muffins. The number of small muffins is 3 times the number of medium muffins. How many more small muffins than medium muffins are there?

Level 3
Glen, Ken, Jenson and Justin shared 105 stickers. Jenson received ¹₅ of the stickers. Glen received ¹₆ of the total amount of stickers received by Ken and Justin. Justin received four times as much stickers as Ken.

1. How many stickers did Glen receive?
2. How many more stickers did Jenson receive than Ken?

Level 3
Wendy had $779 more than Hazel. Wendy spent 0.6 of her money and Hazel spent 50% of her money. In the end, Wendy and Hazel had the same amount of money left. Find the amount of money that Wendy had in the end.

Level 3
Asher had $460 more money than Oscar at first. After Asher spent ³₄ of his money to buy a pair of pants and Oscar spent ¹₅ of his money to buy a blouse, they had a total of $254 left. How much more did the pair of pants cost than the blouse?

Level 3
I am thinking of a 2-digit number. The number is smaller than 30 and bigger than 20. The sum of the digits is 9. What is the 2-digit number?

Level 3
Tina paid a total of $210 for a shirt, a pair of socks and a pair of shoes. She spent ²₇ of her money on the pair of socks. The pair of shoes cost 4 times as much as the shirt. How much more did she pay for the pair of shoes than the shirt?

Level 3
After 20 minutes into a race, Daniel has run ⁵₈ of the route while Piolo has covered only ³₈ of the distance. Daniel runs at the same average speed throughout the race and Piolo's average speed is 60 m/min slower than Daniel's. If Piolo wants to finish the race at the same time as Daniel, by how many percent should he increase his average speed by for the remaining part of the race? Round off the answer to the nearest whole number.