Question:

When expressed in a decimal form, which of the following numbers will be non - terminating as well as non- repeating?

Updated On: Aug 9, 2024
  • (\(\frac {π}{2}\))[(\(\frac{1}{π}\))+1]-\(\frac {π}{2}\)
  • sin\(^2\) 1\(^∘\)+ sin\(^2\) 2\(^∘\)+.... + sin\(^2\) 89\(^∘\)
  • \(\sqrt{2}\)(3\(\sqrt{2}\)\(\frac{4}{(\sqrt{2})}\))+ \(\sqrt 3\)
  • (\(\frac{\sqrt[3]{729}} {3}\)) + \(\frac{22}{7}\)
  • (4-π) [1+(\(\frac{π}{4}\))+\((\frac{π}{4})^2\) +\((\frac{π}{4})^3\) +……..(infinite terms)] 
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The Correct Option is C

Solution and Explanation

The correct option is (C): \(\sqrt{2}\)(3\(\sqrt{2}\) - \(\frac{4}{(\sqrt{2})}\))+ \(\sqrt 3\).
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