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This is a demo for contest for 8th grade but the questions are not necessarily suitable for you. Your practice questions after login will be specially tailored for you as the system learns from your feedback!
[1] 5 consecutive natural numbers have a product 720. What is the middle number among them?
Please give your answer:
[2] There are 8 cards with numbers 0, 3, 4, 5, 6, 7, 8, and 9 on them. These 8 cards were put in a box. You are asked to randomly pick up two cards each time to form a two-digit number. How many different two-digit numbers can you form?
Please give your answer:
[3] There are a number of basketballs, volleyballs, soccer balls, footballs, and kick balls. There are 24 students and each student picks 3 different types of balls. At least how many students will pick the same type of balls as someone else?
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[4] Niconia walked at 33 yards per minute, Richard walked at 36 yards per minute, and Ed walked at 37 yards per minute. Niconia and Richard walked towards place B from place A, and Ed walked towards place A from place B. All three started at the same time. Ed met Richard first, and 3 minutes later he met Niconia. How far is the distance between place A and place B (in yards)?
Please give your answer:
[5] There are 360 students. They line up to do exercises with each row having the same number of students. But the number of rows and the number of columns are required to be greater than 1. How many ways could the students be lined up?
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[6] Ed started out at an average speed of 40 meter/minute from place A to place B. At the same time, Ben started out from place B to place A. When they met, Ed still needed 5 more minutes to get to place B, and Ben was 80 meters from place A. What is Ben's speed in meter/minute?
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[7] Mary had twice as much money in her account as Larry had in his account. After Mary withdrew $390 from her account, and Larry deposited $420 to his account, Larry's account has twice as much as what remained in Mary's account. How much money did Mary have before she withdrew the money?
Please give your answer:
[8] There is an apple tree in the back yard at Helen's house. On the 1st day, she picked
1
6
  of all the apples in the tree; On the 2nd day, she picked
1
5
  of all the apples remaining in the tree; On the 3rd day, she picked
1
4
  of all the apples remaining in the tree; On the 4th day, she picked
1
3
  of all the apples remaining in the tree; After 4 days, there are 10 apples left in the tree. How many apples were there in the tree to begin with on the 1st day?
Please give your answer:
[9] M + N + L = 6, and M, N, and L are natural numbers. How many different solutions are there for M, N, and L in the equation? Note M=1, N=2, L=1 and M=1, N=1, L=2 are different solutions for M + N + L = 4.
Please give your answer:
[10] From the natural numbers 1 to 63, pick any two numbers whose sum is less than 64. How many ways are there to pick?
Please give your answer:



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