List of practice Questions

A cube has its six faces numbered 1 to 6. A school boy tosses up the cube twice and notes down the two numbers appearing on top in these two tosses. He multiplies these two numbers and notes down the result. How many unique multiplication results can he possibly get through this tossing game?
A particle starting from rest, moves in a circle of radius 'r'. It attains a velocity of V0 m/s in the $n^{th}$ round. Its angular acceleration will be :-
‘A‘ applied for allotment of 100 shares in ‘B‘ company. A letter of allotment addressed to ‘A‘ was posted in due time, but it never reached ‘A‘. The posting of letter of allotment:

If 1st June 2013 is Saturday, then 1st June 1981 is _________

The following figure is folded to form a cube. Which symbol will appear on the face opposite to $\triangle$?

Find the missing number in the given number table. 

6254
4132
152798?

 

A person wants a house such that all sides of the house face North. He should build the house __________

What is the formula of plaster of Paris?
A + B means A is sister of B. A/B means A is son of B. A = B means A is brother of B. A @ B means A is father of B. Which of the following shows M is grandson of P?
Out of 80 students: $|C|=25$ (Commerce), $|M|=15$ (Mathematics), $|P|=13$ (Physics). Pairwise: $|C\cap M|=3$, $|M\cap P|=4$, $|C\cap P|=2$, and $|C\cap M\cap P|=1$. How many students are studying none of the three subjects?
Approximately, how much money from the total investment of \rupee 11.5~crore was invested in \emph{State-issued Bonds?}
Given \(\displaystyle \frac{\left(\sqrt{x+4}+\sqrt{x-10}\right)^2}{(x+4)-(x-10)}=\frac{5}{2}\), find x.
In a class of 50 students, \(23\) speak English (E), \(15\) Hindi (H), \(18\) Punjabi (P). Only \(E&H=3\), only \(H&P=6\), only \(E&P=6\). If \(9\) speak only English, how many speak all three languages?
If \(x=\dfrac{4ab}{a+b}\), evaluate \(\displaystyle \frac{x+2a}{x-2a}+\frac{x+2b}{x-2b}\).
How many qualified at least two sections?
How many qualified in both Maths and LR but not any other subjects?
In $\triangle ABC$, $\angle CAB=60^\circ$, $BC=a$, $AC=b$, $AB=c$. Which relation is correct? \includegraphics[width=0.5\linewidth]{image83.png}
In a regular hexagon, ropes are tied to connect every pair of vertices (all sides and all diagonals). How many distinct intersection points do the ropes create?
In how many ways can one wrap 3 KitKat, 2 FiveStar and 3 BarOne chocolates in a gift pack containing exactly three chocolates, if at least one KitKat must be included? (Treat all chocolates as distinct.)
Complete the meaning of the given sentence: If you behaved well, your peers \_\_\_\_\_\_ you.

Fill in the blank: 
257, 291, ______, 365, 405

Read the following information for questions and chose the most appropriate option:

P and Q are good in driving Motor cycle and Jeep. R and P are good in driving Jeep and Lorry. R, S and T are good in driving Motor Cycle and Lorry. T and R are good in driving Bus and Tempo. S and Q are good in driving Bus and Jeep.

Read the information given below to answer the questions.
(i) Mohan‘s reading schedule consists of reading only subject on a given day of the week.
(ii) The subjects are Physics, Chemistry, Mathematics, Biology, and Social Science.
(iii) Monday to Saturday are reading days including one day only for play. Sunday is a complete holiday for Mohan.
(iv) Mathematics day is neither on the first day nor on the last day but earlier than the Chemistry day.
(v) Biology day is on the immediate next day of Chemistry day.
(vi) Physics day is on the immediate previous day of the play day.
(vii) Biology day and Social Science day have a gap of two days between them.
(viii) Social Science day is on the immediate next day of the play day.

Read the information given below to answer the questions.

A, B, C, D, E, F, G and H want to have a dinner on a round table and they have worked out the following seating arrangements.
(a) A will sit beside C.
(b) H will sit beside A.
(c) C will sit beside E.
(d) F will sit beside H.
(e) E will sit beside G.
(f) D will sit beside F.
(g) G will sit beside B.
(h) B will sit beside D.

Given statements:
1. Some students love reading.
2. Some adults do not love reading.
3. Some students are not adult.
4. Some students are adult.
5. No reading lover is an adult.
6. Some men do not love reading.
The set of statements is: