题目 Problem 8. Prove by induction that 4n+2+52n+14^{n+2} + 5^{2n+1}4n+2+52n+1 is divisible by 212121 for all positive integers nnn. (6) 题目中文翻译 用数学归纳法证明 4n+2+52n+14^{n+2} + 5^{2n+1}4n+2+52n+1 对所有正整数 nnn 都能被 212121 整除。 解答