Question

Find 2^5 root 4 root (2^3)^4​

Answer 1

Step-by-step explanation:

$2^5\cdot\sqrt4\cdot(2^3)^4$

$=2^5\cdot4^\frac12\cdot(2^3)^4$

$=2^5\cdot(2^2)^\frac12\cdot(2^3)^4$

$=2^5\cdot2^{2\cdot\frac12}\cdot2^{3\cdot4}$

$=2^5\cdot2^1\cdot2^{12}$

$=2^{5+1+12}$

$=2^{18}$