91. The smallest whole number that is to be multiplied with 59535 to make a perfect square number is x. The sum of digits of that number is?
92. For what value of X, 211X will be a perfect square?
93. If $$\root 3 \of {\text{N}} $$ lies between 6 and 7, where N is an integer then how many values N can take?
94. If the sum of all the prime numbers is 'x' and that of all the odd prime numbers is 'y', then what is the value of x - y?
95. What is the value of $$\frac{{\sqrt {29.16} }}{{\sqrt {1.1664} }} + \frac{{\sqrt {0.2916} }}{{\sqrt {116.64} }} + \frac{{\sqrt {0.0036} }}{{\sqrt {0.36} }}\,?$$
96. How many numbers are there from 2000 to 7000 which are both perfect squares and perfect cubes?
97. Any six-digit number that is formed by repeating a three-digit number, is always divisible by:
98. What is the value of $$\frac{7}{2} + \frac{{11}}{3} + \frac{7}{6} + \frac{{11}}{{15}} + \frac{7}{{12}} + \frac{{11}}{{35}} + ........ + \frac{7}{{156}} + \frac{{11}}{{575}}$$
99. The number of factors of 3600 is:
100. When m12 - 1 is divided by m + 1, the remainder is:
Read More Section(Number System)
Each Section contains maximum 100 MCQs question on Number System. To get more questions visit other sections.