What is 5^{3^{7^{0^{3^4}}}}+2^{4^{1^{2^5}}} ?

The solution to 5^{3^{7^{0^{3^4}}}}+2^{4^{1^{2^5}}} is 141

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simplify 5^{3^{7^{0^{3^4}}}}+2^{4^{1^{2^5}}}

simplify

5^{3^{7^{0^{3^{4}}}}} + 2^{4^{1^{2^{5}}}}

141

Solution steps

5^{3^{7^{0^{3^{4}}}}} + 2^{4^{1^{2^{5}}}}

5^{3^{7^{0^{3^{4}}}}} = 125

2^{4^{1^{2^{5}}}} = 16

= 125 + 16

125 + 16 = 141

= 141

\frac{n}{n ^{2}}

1 - e^{- 0.5}

(3 - i) - (2 + 6 i)

\frac{18}{16}

\frac{x ^{2} + 5 x + 6}{x ^{2} - 4}

What is 5^{3^{7^{0^{3^4}}}}+2^{4^{1^{2^5}}} ?
The solution to 5^{3^{7^{0^{3^4}}}}+2^{4^{1^{2^5}}} is 141