Question Text
Question 3 :
A fraction whose numerator is greater than its denominator is<u> </u> fraction.
Question 4 :
In $\Delta ABC$, D is a point on BC such that AB = AD = BD = DC. <b>then</b><br/>$\angle ADC\, :\, \angle C\, =\, 4\, : \, 1$<br/><b>State whether the above statement is true or false.</b><br/>
Question 5 : <p class="wysiwyg-text-align-left">By which congruency are the following pair of triangles congruent:<br/></p><p class="wysiwyg-text-align-left">In $\Delta\,ABC$ and $\Delta \,DEF$, $\angle\,B = \angle\,E = 90\,^{\circ}, AC = DF$ and $BC = EF.$</p>
Question 6 :
The product of$\displaystyle 20^{50}$ and$\displaystyle 50^{20}$ is written as an integer in expanded form. The number of zeroes at the end of the resulting integer is
Question 7 :
If $X = [8^n - 7n - 1 / n \epsilon N]$ and $Y = [49(n - 1) / n \epsilon N]$, then
Question 9 :
For a non-zero rational number $x$, $x^8 \div\ x^2$ is equal to
Question 10 :
Out of the following, the number which is not equal to $\frac{-8}{27}$ is
