Question 2 :
Raju is 22 years old and Ramu is 19 years old. Write the diference of their ages in Roman system.

Question 3 :
Roman numerical for the greatest three digit number is ________ .

Question 4 :
The time shown when the long hand is at 12 and short hand is at 11 it

Question 5 :
The product obtained when $13$ is multiplied by $7$(in roman number ) is 

Question 6 :
Which of the following statements is/are INCORRECT?<br>(i) Eighty four in Roman numeral is written as $CXXXIV$<br>(i) There are seven zeroes in $1$ crore.<br>(iii) There are ten thousand milligrams in $1kg$<br>(iv) The smallest $4$-digit number formed by using all the digits $4,3,0,8$ without repetition is $3048$

Question 10 :
There are 37 children going for a trip. The total contribution received for the trip is Rs 23,125. So, each child must have contributed Rs ________

Question 11 :
If a box contains 48 soaps, then how many boxes will be required to contain 3,072 soaps?

Question 12 :
Name the property involved in the following example.<br>$(2\times x)+(2\times 6)=2\times (x+6)$<br>

Question 13 :
A cricket stadium manager counted the number of matches held in each month.<table class="wysiwyg-table"><tbody><tr><td>Months</td><td>Number of matches</td></tr><tr><td>August</td><td>XCIV</td></tr><tr><td>September</td><td>LXXXVI</td></tr><tr><td>October</td><td>XCIX</td></tr><tr><td>November</td><td>CVI</td></tr></tbody></table>In which month, the stadium had the lowest number of matches?

Question 17 :
Find the part of each of the following numbers equal to $20$.

Question 20 :
The product obtained when 28 is multiplied by 2 in roman number

Question 22 :
If Harry runs $23\ m\ 5\ cm$ and Joy runs $14.37\ m$ from the same starting point, then how far isJoy from Harry.

Question 27 :
Estimate $5679-422$ by rounding off each number to its greatest place.

Question 30 :
Rita had $\displaystyle 38\frac { 1 }{ 4 } $ m long rope. She cut it into 5 equal parts. Then the length of each piece will be-

Question 33 :
It is known that $x+y=10$ and $x=z$, then the value of $(z+y)$ is<br/>