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k is the remainder when 3+32+33+34+35+36 is divided by 6. Quantity A: k Quantity B: 0
k is the remainder when 3+32+33+34+35+36 is divided by 6. Quantity A: k Quantity B: 0
admin
2019-05-11
62
问题
k is the remainder when 3+3
2
+3
3
+3
4
+3
5
+3
6
is divided by 6.
Quantity A: k
Quantity B: 0
选项
A、Quantity A is greater.
B、Quantity B is greater.
C、The two quantities are equal.
D、The relationship cannot be determined from the information given.
答案
C
解析
被6整除相当于同时被3整除和被2整除。显然3,3
2
,…,3
6
均能被3整除,6个奇数相加为偶数可以被2整除。故3+3
2
+…+3
6
能被6整除,余数为0。故答案为C。
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本试题收录于:
GRE QUANTITATIVE题库GRE分类
0
GRE QUANTITATIVE
GRE
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