question_answer

Match column I with column II and select the correct answer using the code given below the columns:

Column-I	Column-II
A. An irrational number between \[\sqrt{2}\] and \[\sqrt{3}\] is	(p)  \[\frac{52}{125}\]
B. Value of 0.424 is	(q)  \[2-\sqrt{3}\]
C. If \[\sqrt{3}=1.732,\] then	(r) \[\frac{\sqrt{2}+\sqrt{3}}{2}\]value of \[(2+\sqrt{3})\]is
D. Rationalising factor of \[(2+\sqrt{3})\] is	(s) 3732

A)  \[\text{A}-\left( \text{s} \right),\text{B}-\left( \text{q} \right),\text{C}-\left( \text{r} \right),\text{D}-\left( \text{p} \right)\]

B)  \[\text{A}-\left( \text{r} \right),\text{B}-\left( \text{p} \right),\text{C}-\left( \text{s} \right),\text{D}-\left( \text{q} \right)\]

C)  \[\text{A}-\left( \text{q} \right),\text{B}-\left( \text{r} \right),\text{C}-\left( \text{s} \right),\text{D}-\left( \text{p} \right)\]

D)  \[\text{A}-\left( \text{r} \right),\text{B}-\left( \text{s} \right),\text{C}-\left( \text{p} \right),\text{D}-\left( \text{q} \right)\]