2022年大联盟(Math League)国际夏季六年级数学挑战活动一(含答案)
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1、Individual Questions (Grade 6)(Unofficial version, for reference only)Note: Please enter your answer as a fraction if your answer is not an integer, unless otherwise specified.1.Which of the following is divisible by 6 when n is any integer?A) (2n + 3)(3n + 2)B) n(n + 1)(n + 2)C) (2n + 3)(3n 2)D) n(
2、n + 2)(3n + 6)Answer: B2.There are eight numbers which can be written with four 2s and no other symbols. These eight numbers are: 12222, 2222, 2222, 2222,2222 , 2222 , 2222 , and 2222 . Of these, which one represents the largest number? Note: These 8 numbers are numbered from 1 to 8, reading from le
3、ft to right. Write the index of the largest number, i.e. your answer should be an integer from 1 to 8, inclusive.Answer: 73.How many ways are there to seat four of a group of ten people around a circular table where two seatings are considered the same when everyone has the same immediate left and i
4、mmediate right neighbor?Answer: 12604.The sum of two positive numbers equals the sum of the reciprocals of the same two numbers. What is the product of these two numbers?Answer:15.On the planet Oberon, there are as many days in a week as there are weeks in a month. The number of months in an Oberon
5、year is twice the number of days in a month. If there are 1250 days in an Oberon year, how many months are there in an Oberonyear? Answer:506.The product of the first n positive integers is n!. For example, 3! = 3 2 1 = 6. The2value of k for which is the value of t?Answer:10002000! = k(1 3 5 7 . 199
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