What is the smallest prime divisor of \(5^{23}+7^{17}\)?
\(5^{23} \text{ is odd}\\ 7^{17} \text{ is odd} \\ 5^{23} + 7^{17} = \text{odd} + \text{odd} = \text{even} \\ \text{therefore 2 will the smallest prime divisor}\)
I get it, Thank you!
