ITMC 2026 Grade 2 National Preliminary set01

Find the perimeter of a rectangle with width 3 cm and length twice its width.

Restoration note: the primary truncates the length condition. The complete condition, length twice the width, is restored from the supplied compilation, physical page 15.

The source prints no marks. Each question is assigned1point as catalogue normalization, not official scoring.

Year 2026 assigned because the source does not state an exam year. National Preliminary and 90 minutes are catalogue settings supplied by the user.

There are 12 books on a shelf and five children in a room. How many books remain if each child takes one?

Each shape stands for a different number. The arrows indicate row and column sums. Which number replaces the question mark?

George has two cats of equal weight. George weighs 28 kg, and he and both cats weigh 36 kg altogether. How much does one cat weigh?

There are three children in a family. Kitty is 2 cm taller than Betty. Dannie is 3 cm shorter than Kitty. Who is tallest and who is shortest?

A goose weighs 10 kg and is 6 kg heavier than a duck. A chicken is 2 kg lighter than the duck. How many kilograms heavier is the goose than the chicken?

What is the sum of the smallest and greatest two-digit numbers?

Jenny takes half an hour to travel half the way from school to home. How long does she take to travel from home to school?

Mother orders four pizzas and cuts each into eight slices for Vera’s birthday. There are 15 children, including Vera. How many slices remain after each child receives two?

Ten flags stand along a straight race track. The first marks the start and the last marks the finish. Adjacent flags are 8 m apart. How long is the track?

Over three days, Joy the cat catches two more mice each day than the day before. On day three Joy catches twice as many as on day one. How many mice are caught in total?

We leave for camp at 4:32 p.m. yesterday and arrive at 6:11 a.m. today. How long is the journey?

Find the next term of the sequence: 3, 5, 8, 13, 21, …

At a shop, every three sweet wrappers can be exchanged for one more sweet. Ali can buy seven sweets. What is the greatest number of sweets he can get?

Start with 408. Decrease its hundreds digit by 2. By how much is the new number less than 408?

How many triangles are in the diagram?

David takes 40 seconds to climb from the first floor to the third floor. How long does he take from the third floor to the sixth floor?

Find $y$ if $36+65=y+22$.

The first Sunday of a month is on the 2nd. What is the date of the third Sunday?

989 candies are packed into bags holding four candies each. How many extra candies are needed to fill the last bag?