Find the solution(s) of the following equations. x^4=21 \dfrac{\\ln\left(21\right)}{4} \sqrt{21} \pm \sqrt[4]{21} 21^4 x^2=16 x=2 x=\sqrt{16} x=\pm 4 x= 4 x^3=27 x=\pm \sqrt[3]{27} x=\pm 3 x=3 x=9 x^9=15 x= \sqrt[9]{15} x=\pm \sqrt[9]{15} x= \sqrt[15]{9} x= \sqrt[7]{11} x^7=512 x= \sqrt[512]{7} x= \sqrt[7]{512} x= \pm \sqrt[7]{512} x= \sqrt[5]{256} x^6=99 x= \sqrt[99]{6} x= \sqrt[3]{49} x=\pm \sqrt[6]{99} x= \sqrt[6]{99} x^7+15=200 x= \sqrt[4]{160} x= \sqrt[5]{150} x= \sqrt[9]{200} x= \sqrt[7]{185}