if a,b,and c are distinct positive odd integers less than 6,how many different values of a(b^c) are possible?A2 B3 C4 D5 E6如果a,b,c都是正整数和单数,并且小于6,a(b^c)一共有多少个值?A2 B3 C4 D5 E6

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if a,b,and c are distinct positive odd integers less than 6,how many different values of a(b^c) are possible?A2 B3 C4 D5 E6如果a,b,c都是正整数和单数,并且小于6,a(b^c)一共有多少个值?A2 B3 C4 D5 E6
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if a,b,and c are distinct positive odd integers less than 6,how many different values of a(b^c) are possible?A2 B3 C4 D5 E6如果a,b,c都是正整数和单数,并且小于6,a(b^c)一共有多少个值?A2 B3 C4 D5 E6
if a,b,and c are distinct positive odd integers less than 6,how many different values of a(b^c) are possible?A2 B3 C4 D5 E6
如果a,b,c都是正整数和单数,并且小于6,a(b^c)一共有多少个值?
A2 B3 C4 D5 E6

if a,b,and c are distinct positive odd integers less than 6,how many different values of a(b^c) are possible?A2 B3 C4 D5 E6如果a,b,c都是正整数和单数,并且小于6,a(b^c)一共有多少个值?A2 B3 C4 D5 E6
假如a、b、c是互相不等且均小于6的正奇数,那么a(b^c)有多少种可能的值?
小于6的正奇数只有1、3、5,因此a(b^c)只会在1、3、5中全排列.
1(3^5)
1(5^3)
3(1^5)
3(5^1)
5(1^3)
5(3^1)
去掉重复情况,只有5种,故此选D

翻译中 odd应为奇数
符合条件的数有 1,3,5
列出来以后有5个

不大懂呀 嘎嘎

可以看看尚友SAT论坛

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