1) \[\frac{9}{6},\frac{9}{5},\frac{9}{7},\frac{9}{8},\frac{9}{4}\] यातील मोठा अपूर्णांक सांगा.
- \[\frac{9}{4}\]
- \[\frac{9}{6}\]
- \[\frac{9}{8}\]
- \[\frac{9}{7}\]
Answer: \[\frac{9}{4}\]
Explanation: #
2)\[\frac{15}{12},\frac{17}{12},\frac{13}{12},\frac{16}{12},\]यातील लहान अपूर्णांक सांगा.
- \[\frac{15}{12}\]
- \[\frac{13}{12}\]
- \[\frac{17}{12}\]
- \[\frac{16}{12}\]
Answer: \[\frac{13}{12}\]
Explanation: #
3) \[\frac{8}{5},\frac{8}{9},\frac{8}{7},\frac{8}{7},\frac{8}{6},\frac{8}{4},\] यातील मोठा अपूर्णांक सांगा.
- \[\frac{8}{4}\]
- \[\frac{8}{9}\]
- \[\frac{8}{5}\]
- \[\frac{8}{7}\]
Answer:\[\frac{8}{4}\]
Explanation: #
4) \[\frac{13}{5},\frac{14}{16},\frac{11}{13},\frac{19}{14}\] यातील लहान अपूर्णांक सांगा.
- \[\frac{13}{5}\]
- \[\frac{14}{16}\]
- \[\frac{11}{13}\]
- \[\frac{19}{14}\]
Answer:\[\frac{14}{16}\]
Explanation: #
5) \[\frac{6}{7},\frac{11}{13},\frac{15}{20},\frac{8}{11}\] यातील मोठा अपूर्णांक सांगा.
- \[\frac{8}{11}\]
- \[\frac{6}{7}\]
- \[\frac{11}{13}\]
- \[\frac{15}{20}\]
Answer:\[\frac{6}{7}\]
Explanation: #
6) \[\frac{4}{7}\:व \frac{9}{8}\] च्या दरम्यान चा अपूर्णांक कोणता.
- \[\frac{13}{15}\]
- 5
- \[\frac{5}{15}\]
- \[\frac{9}{4}\]
Answer: \[\frac{13}{15}\]
Explanation: #
7)\[\frac{6}{5}\times \frac{4}{8}\times \frac{9}{12}\]
- \[\frac{20}{9}\]
- \[\frac{9}{20}\]
- \[\frac{15}{11}\]
- \[\frac{20}{23}\]
Answer: \[\frac{9}{20}\]
Explanation: #
8)\[\frac{\sqrt{729}}{\sqrt{841}}\div \frac{\sqrt{64}}{\sqrt{21}}\times \frac{\sqrt[3]{27}}{\sqrt[3]{64}}\]
- \[\frac{1701}{928}\]
- \[\frac{928}{1701}\]
- \[\frac{15}{7}\]
- \[\frac{7}{15}\]
Answer: \[\frac{1701}{928}\]
Explanation: #
9)\[\frac{11}{14},\frac{13}{18},\frac{27}{31},\frac{19}{24},\frac{17}{19},\] संख्या चढत्या क्रमाने लावल्यास पहिली संख्या कोणती? (TET 2013)
- \[\frac{11}{14}\]
- \[\frac{19}{24}\]
- \[\frac{13}{18}\]
- \[\frac{27}{31}\]
Answer:\[\frac{13}{18}\]
Explanation: #
10)\[\left ( 0.8\div \frac{16}{15} \right )+\left ( \frac{0}{5} \div \frac{5}{8}\right )=?\: \: (TET 2013)\]
- \[\frac{5}{5}\]
- 0.75
- 0.8
- \[1\frac{2}{5}\]
Answer: 0.75
Explanation: #