Answer:
\(2^{5}\)+8
Step-by-step explanation:
There are many expression that equals to 40
\(3^{3}\)+13
\(2^{5}\)+8
Considering first
\(3^{3} +13
[tex]3^{3}\)=3×3×3=27
\(3^{3} +13=27+13
=40
Similarly, considering the second
[tex]2^{5}\)+8
\(2^{5}\)=2×2×2×2×2=32
\(2^5\)+8=32+8= 40
Hence , are infinite number of expression.
Hence the answer is \(2^{5}\)+8