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- Arrange these five numbers 2508, 582, 2025, 5802, and 2058 from smallest to largest. Which number is in the middle?
A. 2058
B. 582
C. 5802
D. 2025
E. 2508 - Fill in the
’s with digits 1～9. Suppose the six digits in the equation cannot repeat, what is the maximum digit that 
could be?
A. 7
B. 6
C. 5
D. 4
E. 3 - Pinky plays in a park. At first, she is 40m west of the fountain. Then, she runs north for 30m and east for 70m, and turns to face the north. In which direction is the fountain from Pinky?
A. West
B. North East
C. South West
D. South
E. South East - The sum of three consecutive even numbers is a 2-digit number “7”. Find the largest digit in ?
A. 9
B. 5
C. 2
D. 8
E. 7 - Straighten the rope in the picture. Find the approximate length of the rope in cm. (The length of the curved part can be neglected)
A. 8
B. 10
C. 11
D. 14
E. 12 - Teacher Ted buys some candies for the students. The number of candies each student gets equals the number of students. If he buys more than 50 candies and less than 80 candies, how many candies does he buy?
A. 77
B. 49
C. 56
D. 64
E. 63 - A cruise ship sails south on the sea. Rose stands on the front deck facing the back of the cruise ship. Which direction is to her right?
A. East
B. West
C. North
D. South
E. South East - Musa and Kody play Gomoku on the grid paper, as shown. Musa uses the black stones, and Kody uses the white stones. Musa goes first, and they take turns placing one stone per turn. The first player who makes a straight line of five stones horizontally, vertically, or diagonally wins. If the location of the white stone
is at “1–3,” which of the following locations should Musa place the black stone next in order to win?
A. 5-3
B. 1-7
C. 5-2
D. 3-5
E. 2-2 - Find all the 2-digit numbers whose tens digit is larger than the units digit, and one of the them is Rita’s lucky number. If 22 of the numbers are larger than the lucky number, how many numbers are smaller than the lucky number?
A. 33
B. 27
C. 32
D. 37
E. 22 - Eric’s younger brother tore several pieces of paper from a novel by accident. Eric checks and finds that pages 8, 9, 70, 113, and 114 were torn. What is the minimum number of pieces of paper his younger brother tore from the novel?
A. 5
B. 4
C. 3
D. 8
E. 10 - Observe the pattern of the figure. Which option should be placed at "?" ?
- “One week after □□/□ (day / month) is □/□ (day / month).” Fill 1, 2, 3, 4, and 5 in the five□’s to satisfy the condition of the problem. What is the order of these five numbers from left to right?
A. 23415
B. 25314
C. 24315
D. 24513
E. 15243 - Kaden has several
’s, and they can form 9 
’s. Find the maximum number of 
’s that can be formed using the same number of ’s
A. 7
B. 6
C. 5
D. 4
E. 3 - Remove some digits from a number without changing the order of the digits to make a new number. For example, remove one digit from 5431. If 1 is removed, it becomes 543. If 3 is removed, it becomes 541. If three digits are removed from 328417 to form the smallest number, find the sum of the three digits that are removed.
A. 19
B. 18
C. 12
D. 13
E. 15 - Place the expressions in the five options in _, and arrange the results from largest to smallest. Which expression is placed at
?
A. $7\times 7$
B. $44+18$
C. $5\times 9$
D. $205-128$
E. $16+37$ - This year is 2025, and the sum of the 4 digits is 2＋0＋2＋5＝9. Keep subtracting 8 from 2025. During the process, which number appears first whose four digits have a sum of 9?
- Oscar uses 66 small cubes to build solid figures in the shape of the year 2025 and paint them. How many small cubes have four faces painted?
- Let each of the eight values
and 
represent a different number from 1～8. If is the largest number among 
and 
, find . - Fill in the blank squares below with appropriate numbers so that the product of the two numbers in the same row or column equals the number in the shaded square of the same row or column. Find the sum of the two “?”.
- Ashley’s, Brenda’s, and Cheryl’s homes are next to a round about that can only be passed through in a counterclockwise direction. If Ashley has to walk 207m to Cheryl’s home, Brenda has to walk 332m to Ashley’s home, and Cheryl has to walk 313m to Brenda’s home, how many meters should Ashley walk to Brenda’s home?
- When 25 is placed to the right of a number, the value of this number increases by 200500. What is the original value of this number?
- A 2-digit even number is given. When 1 is added to it, it will become a multiple of 3. When 2 is added to it, it will become a multiple of 4. When 3 is added to it, it will become a multiple of 5. Find this 2-digit number.
- 7 football players stand in a row for the game, and they happen to wear jerseys numbered 1～7. The pictures are taken by 4 reporters. Due to light issues, only a few players’ numbers are clear. Find the numbers on the 7 players’ jerseys from left to right.
- Place a $\$5$, $\$10$, or $\$50$ bill in each of the 16 squares below. The number in the equals the sum of the money in each row or column. Find the sum of the numbers in the 4 shaded squares $A,B,C,$ and $D$.
- There are four numbers 2, 0, 2, and 5 on the blackboard. If 1 is added to three of the numbers each time, find the minimum number of times it takes for the four numbers to be equal?
Posted : 22/05/2026 1:41 am
