CUET Preparation Today
The value of $\sqrt{5+\sqrt[3]{59+\sqrt{21+\sqrt{31+\sqrt[3]{27}}}}}$ is |
3 4 9 6 |
3 |
$\sqrt{5+\sqrt[3]{59+\sqrt{21+\sqrt{13+\sqrt[3]{27}}}}}$ = $\sqrt{5+\sqrt[3]{59+\sqrt{21+\sqrt{13+3}}}}$ = $\sqrt{5+\sqrt[3]{59+\sqrt{21+4}}}$ = $\sqrt{5+\sqrt[3]{59+5}}$ = $\sqrt{5+\sqrt[3]{64}}$ = $\sqrt{5+4}$ = 3 The correct answer is Option (1) → 3 |
