Questions asked
1. According to the Rational Root Theorem, which of the following are possible rational roots of \( x^{14}-14 x^{7}+7 x^{4}-3=0 \) ? ? \( \pm \frac{1}{3} \) ? \( \pm \frac{7}{3} \) ? \( \pm 1 \) ? \( \pm 3 \) ? \( \pm 7 \)
10) \( \frac{2+\sqrt{5}}{\sqrt{24}} \)
9) \( \frac{-1+6 \sqrt{6}}{6 \sqrt{6}} \)
7) \( \frac{6+\sqrt{6}}{6 \sqrt{15}} \)
8) \( \frac{6+5 \sqrt{3}}{6 \sqrt{6}} \)
Aparna Shakti
Numerade educator
2(9+5n)=5-(n-2)
-10(k - 7) = 12(2k + 3)
-9(p-1)=-8(13-13p)
14(k - 8) = 13(k - 10) - 6
Chareen Guzman
-14(2x - 12) = -(x - 6)
