Verified Answer :

\(\star\) \(1,331x^3 - 216 = 0\)   \(Solve \ for \ x\)  

\(\star\) \(1331x^3=216\) \(Combine \ like \ terms\) \((Add \ 216 \ to \ both \ sides)\) 

\(\star\) \(x^3= \dfrac{216}{1331}\) 

\(\star\) \(Take \ the \ cube \ root \ of \ both \ sides\) 

\(\star\) \(x= \sqrt[3]{ \dfrac{216}{1331} }\) 

\(\star\) \(Apply \ distributive \ property\) 

\(\star\) \(x= \dfrac{ \sqrt[3]{216} }{ \sqrt[3]{1331} }\) 

\(\star\) \(x= \dfrac{6}{11}\)


Answer:

I dont see how I am going to compete with the other one!! :D

Step-by-step explanation:

Positive 6/10 is right