1) \[\sqrt[9]{4},\sqrt[6]{5},\sqrt[3]{3},\]उतरत्या क्रमाने मांडा?
- \[\sqrt[3]{3}, \sqrt[6]{5},\sqrt[9]{4},\]
- \[\sqrt[9]{4},\sqrt[6]{5},\sqrt[3]{3},\]
- \[\sqrt[6]{5},\sqrt[9]{4},\sqrt[3]{3},\]
- \[\sqrt[3]{3}, \sqrt[9]{4},\sqrt[6]{5},\]
Answer: \[\sqrt[3]{3}, \sqrt[6]{5},\sqrt[9]{4},\]
Explanation: #
2) \[\frac{7}{5}\sqrt{75}+\frac{9}{7}\sqrt{147}-\frac{5}{8}\sqrt{192}\]
- \[11\sqrt{2}\]
- \[\sqrt[11]{4}\]
- \[\sqrt[3]{15}\]
- \[11\sqrt[]{3}\]
Answer: \[11\sqrt[]{3}\]
Explanation: #
3) \[\sqrt{486}-5\sqrt{6}+\sqrt{294}=?\]
- \[\sqrt[11]{3}\]
- \[\sqrt[11]{6}\]
- \[\sqrt[12]{3}\]
- \[\sqrt[15]{2}\]
Answer: \[\sqrt[11]{6}\]
Explanation: #
4) \[\frac{7}{2}\sqrt[3]{40}+\frac{3}{5}\sqrt[3]{625}+4^{3}\sqrt[]{320}\]
- \[\sqrt[6]{5}\]
- \[\sqrt[6]{15}\]
- \[6\sqrt[3]{5}\]
- यापैकी नाही
Answer: \[6\sqrt[3]{5}\]
Explanation: #
5) \[\frac{6^{\frac{2}{3} }\times\sqrt[3]{6^{7}}}{\sqrt[3]{6^{6}}}=?\]
- 6
- 12
- √6
- √8
Answer: 6
Explanation: #
6) \[\frac{5}{3}\sqrt[3]{108}+\frac{9}{5}\sqrt[3]{500}-8\sqrt[3]{32}=?\]
- -2∛4
- 2∛4
- ∛4
- यापैकी नाही
Answer: -2∛4
Explanation: #
7) √2, ∛6, ∜5 चढत्या क्रमाने मांडा?
- ∜6, √2, ∜5
- ∛6, ∜5, √2
- √2, ∜6, ∛6
- सर्व समान
Answer: ∛6, ∜5, √2
Explanation: #
8) 5 91 तर एकक काय?
- 0
- 3
- 9
- 5
Answer: 5
Explanation: #
9) 36 52 तर एकक काय?
- 5
- 2
- 6
- 9
Answer: 6
Explanation: #
10) 8 29 तर एकक काय?
- 8
- 2
- 7
- 6
Answer: 8
Explanation: #