How would I simplify the square root of (x+5)^16?
This question cannot be further simplified.
the answer is (x+5)⁸here's the proofrecall that\(\sqrt{x} =x^ \frac{1}{2}\) and\((x^m)^n=x^{mn}\)therefore\(\sqrt{(x+5)^{16}} =((x+5)^{16})^ \frac{1}{2}=(x+5)^{(16)( \frac{1}{2})}=(x+5)^8\)the simplified form is (x+5)⁸
