Title,Subject,Duration,Type,UseLaTex,,,,,,
Sample Numerical Ability TestPaper,Numerical Ability,10,Assessment,True,,,,,,
Type,Topic,Question,Option A,Option B,Option C,Option D,Answer,Marks,NegativeMarks,Level,Solution
MCQ,Division,$$ {\large \frac{11}{30} } $$ is closest to,30%,33%,36%,40%,C,2,0.5,1,"$$ {\large \frac{10}{30} } $$ is one-third which is about 33%. The additional $$ {\large \frac{1}{30} } $$ is a tenth of it and hence about 3%. So, the total is about 36%."
MCQM,Numbers,Which among the following are rational numbers,3,$$ {\large \frac{2}{5} } $$, $$ \pi $$ ,$$ \sqrt{2} $$,"A,B",2,0.5,2,"Rational numbers are those which can be expressed as fractions of integers. Neither $$ \pi $$ nor $$ \sqrt{2} $$ can be expressed so. Hence, the other two are the answers."
Number,Percentage,250% of 300 is,,,,,750,1,0.5,1,"Multiply 300 by 2. That is 600. Then, add a half of 300. That is 150. So, we get 750."
Mixed,Linear Equations,"If x + y = 10 and x - y = 2, then x and y are",,,,,"x = [% #6 %] , y = [% #4 %]",3,0.5,3,"Add the two equations.
We get 2x = 12. Hence, x = 6.
Substitute this into the first equation. Hence, 6 + y = 10.
=> y = 10 - 6 = 4. "
BlockQuestionBegins,,"A rectangle has sides of 3m and 4m. Answer below questions in relation to this rectangle",,,,,,,,
MCQ,Mensuration,What is the perimeter of this rectangle,7m,10m,14m,20m,C,1,0.5,1,"Perimeter is defined as the sum of all sides of the rectangle.
Hence, it is 2 * (a + b) = 2* (3 + 4) = 2 * 7 = 14m. "
Mixed,Mensuration,What is the length of the diagonal of this rectangle,,,,,[% #5 %] m,2,0.5,3,"Using pythogorus theorem, $$ diagonal^{2} = a^{2} + b^{2}. $$
Hence, $$ diagonal = \sqrt{3^{2}+4^{2}} $$
$$ = \sqrt{16+9} = \sqrt{25} $$ = 5"
BlockQuestionEnds,,,,,,,,,,