Question

What is the square root of 160a^5b^15c^2 (all together) *Steps are appreciated

Answer 1

√(ab)=(√a)(√b)
we can split it up
$\sqrt{160a^5b^{15}c^2} =( \sqrt{160})( \sqrt{a^5})( \sqrt{b^{15}})( \sqrt{c^2})$=$(4 \sqrt{10})( a^2\sqrt{a})( b^7\sqrt{b})(c)=4a^2b^7c \sqrt{10ab}$