Question

Simplify ^4 sqrt 16x^8y^12z^4

Answer 1

Explanation:

`y^(4)\sqrt{16x^(8)y^(12)z^(4)}=y^(4)\sqrt{4*4*x^(4*2)y^(6*2)z^(2*2)}\\\\ =y^(4)\sqrt{4^(2)*(x^(4))^(2)*(y^(6))^(2)*(z^(2))^(2)}\\\\=y^(4)*4*x^(4)*y^(6)*z^(2)\\\\=4x^(4)y^(4+6)z^(2)\\\\\\=4x^(4)y^(10)z^(2)`