Question Text
Question 1 :
FInd the value of $h$ in the equation: $ \dfrac { 3\left( h+2 \right) -4 }{ 6 } =\dfrac { h\left( 7\times 2-5 \right)  }{ 2 } $.<br/>
Question 4 :
If $n+2=10  n-1$, then the value of $n$ is equal to 
Question 6 :
Using the reals $a_n; \hspace {2mm} (n=1,2,...,5)$, if $l,m,n \in \{1,2,3,4,5\}$ $m < n$.
Question 10 :
If the surds $\sqrt{3}$, $\sqrt[4]{6}$,$\sqrt[8]{12}$ and$\sqrt[16]{24}$ are written in descending order, then the arrangement is
Question 11 :
If $5^{k^2}(25^{2k})(625) = 25\sqrt{5}$ and $k < -1$, find the value of $k$.
Question 13 :
By splitting into prime factors, find the square root of $11025$
Question 14 :
<p>Find the value of the following using some identity.</p><p>$44 \times 46$</p>
Question 16 :
Use Pythagoras theorem to check which of following triplets would make a right triangle.<br/>
Question 19 :
For any two real number, an operation defined by $a* b= 1 +ab$ is.<br/>