Question

#03. Simplify the expression, assuming x and y may be negative. (a) $\sqrt{x^6y^4}$ (b) $\sqrt{x^4y^{10}}$ (c) $\sqrt[4]{x^8(y-3)^{12}}$ (d) $\sqrt[4]{(x+2)^{12}y^4}$

          #03. Simplify the expression, assuming x and y may be negative.
(a) $\sqrt{x^6y^4}$
(b) $\sqrt{x^4y^{10}}$
(c) $\sqrt[4]{x^8(y-3)^{12}}$
(d) $\sqrt[4]{(x+2)^{12}y^4}$

#03. Simplify the expression, assuming x and y may be negative.
(a) √(x^6y^4)
(b) √(x^4y^10)
(c) √(x^8(y-3)^12)
(d) √((x+2)^12y^4)

Added by Jillian F.

Precalculus with Limits

Ron Larson 2nd Edition

Thanks for your feedback!

#03. Simplify the expression, assuming x and y may be negative. (a) sqrt(x^(6)y^(4)) (b) sqrt(x^(4)y^(10)) (c) oot(4)(x^(8)(y-3)^(12)) (d) oot(4)((x+2)^(12)y^(4)) #03. Simplify the expression, assuming x and y may be negative. (a)x6y4 (b) x4y10 cx8y-312 (dx+212y4