Question
Download Solution PDFSimplify: \(\sqrt[6]{64} + \sqrt[4]{50625} + \sqrt[3]{21952} + \sqrt{4489}\)
This question was previously asked in
OSSC Excise SI (Mains) Official Paper (Held On: 17 Oct, 2024 Shift 1)
Answer (Detailed Solution Below)
Option 2 : 112
Detailed Solution
Download Solution PDFGiven:
\(\sqrt[6]{64} + \sqrt[4]{50625} + \sqrt[3]{21952} + \sqrt{4489}\)
Calculation:
\(\sqrt[6]{64} + \sqrt[4]{50625} + \sqrt[3]{21952} + \sqrt{4489}\)
⇒ \(\sqrt[6]{2^6} + \sqrt[4]{15^4} + \sqrt[3]{28^3} + \sqrt{67^2} \)
⇒ 2 + 15 + 28 + 67 = 112
∴ Option 2 is the correct answer.
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