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3025+23310+?=(22)2\sqrt{30\frac25+23\frac{3}{10}+?}=(2\sqrt{2})^2

$$ആയാൽ? ൻ്റെ സ്ഥാനത്തുള്ള സംഖ്യ ഏത്.

A10 ³/10

B8⅘

C10 ⁷/10

D7⅖

Answer:

A. 10 ³/10

Read Explanation:

3025+23310+?=(22)2\sqrt{30\frac25+23\frac{3}{10}+?}=(2\sqrt{2})^2

1525+23310+?=8\sqrt{\frac{152}{5}+\frac{233}{10}+?}=8

304+23310+?=8\sqrt{\frac{304+233}{10}+?}=8

53710+?=82=64\frac{537}{10}+?=8^2=64

?=6453710?=64-\frac{537}{10}

=64053710=\frac{640-537}{10}

=10310=\frac{103}{10}

=10310=10\frac{3}{10}


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24+21696=?\frac{\sqrt{24}+\sqrt{216}}{\sqrt{96}}=?

777.........=?\sqrt{7\sqrt{7\sqrt{7.........}}}=?

The smallest perfect square which is exactly divisible by 2, 3, 4, 5 and 6:
50 ൻ്റെ ക്യൂബിൽ എത്ര സംഖ്യകൾ ഉണ്ടായിരിക്കും?
√1.4641 എത്ര?