According to the letter pattern shown, what letter should fill the blank? P, o, N, n, L, m, J, (a)  

Alice needs 5 minutes to travel from home to the canteen. She can bring at most 3 takeaways each trip. At most how many takeaways can she bring home in 35 minutes?

(a)  

If 16th April, 2020 is Wednesday, which day of the week is 19th September, 2020?

(a)  

According to the pattern shown below, how many * is / are there in the

10th group


(a)  

Find the value of 256 + 369 + 248 + 352 + 244 + 331.

(a)  

Find the value of 38 + 83 + 27 + 72 + 65 + 56 + 14 + 41.

(a)  

Find the value of 38 × 23 + 19 × 30 + 38 × 12.

(a)  

What number should fill the blank to make the equation correct? (a)   ÷ 9 + 18 = 27

If A, B represent different 1-digit numbers, what is the maximum value of B if the equation is correct?

(a)  

There are 80 students. Altogether, the total number of math scores recorded is an odd number. For the first 65 children, each has an odd number of scores. For the next 14 children, each has an even number of scores. For the remaining 1 child, will the number of scores be odd or even?

(a)  

Alice has 79 coins and Peter has 153 coins. How many coins should Peter give Alice so they have the same number of coins?

(a)  

Fill the blanks with + or − to make the equation true: 6 __ 3 __ 5 __ 4 = 12. Which choice works?

(a)  

The numbers follow an arithmetic sequence: 299, 284, 269, 254, 239, … What is the 10th number?

(a)  

Find the largest 4-digit odd number with no repeated digits. Which is correct?

(a)  

A pyramid has 13 faces. How many edges does it have?

(a)  

Look at the stack of cubes. If you view the figure from the top, at least how many cube faces can you see? Choose the best answer.

(a)  

How many line segments are there in the dot-and-line figure shown? Count every straight segment between two dots.

(a)  

According to the repeating pattern of shapes: ● ◻ ▲ ● ◻ ▲ ● ◻ ▲ ● ◻ ● (a)   , which figure should go in the blank?

How many interior angles are there in the polygon shown?

(a)  

How many 3-digit odd numbers have a tens digit smaller than 6?

(a)  

From the sequence 3, 4, 5, 5, 6, 7, 7, 8, 9, 9, 10, 11, 11, 12, 13, … count how many even numbers appear from the 9th to the 27th terms.

(a)  

There are 10 types of ice cream. If you randomly pick 2 types, how many different combinations are possible?

(a)  

Alice gives 4 footballs to Mark and takes 6 footballs from David. After these moves, Mark and David have the same number of footballs. How many more footballs did David originally have than Mark?

(a)  

A 3-digit number is formed using three different digits chosen from 0, 1, 4, 6, and 9 (no repetition). What is the difference between the largest and the smallest such 3-digit numbers?

(a)