List of top Quantitative Aptitude Questions

If the car covers the distance of 1440 km in one full day and night, calculate the speed.
Find out the correct ascending order of fractions.
If \(x:8.9=7.5:19.5\), then the value of \(x\) is……………
Distance between the stadium A and B is 800 km. A train covers the journey from A to B at 80 kmph and return to A with a uniform speed of 40 kmph. Find the average speed of the train during the whole journey in kmph.
Imran sold a furniture at the cost of rupees 7500 at a loss of 25 percent. At what cost will he have to sell it to get a profit of 50 percent?
From a point X on a level ground, the angle of elevation of the top of a tower is 60 degree. If the tower is 200 meter high, the distance of pint X from the foot of the tower is……………
An inspector rejects 0.05 percent of the meters as defective. How many will he examine to reject 5?
The boat goes ten kilo meter in one hour along the stream and four kilo meter in one hour against the stream. The speed of the stream in kilo meter per hour is……………….
Find the missing number in the following series.
2, 3, 8, 63,………,15745023
In a kilometre race, X beats Y by 20 meters or five seconds. Then, find X’s time over the course.
A ladder leaning against a wall makes an angle of 30 degree with the ground. If the length of the ladder is twenty meter, find the distance of the foot of the ladder from the wall.
The banker’s discount on a bill due 4 months hence at 15 percent is Rs 150. The true discount is…………
Brishti went on a 8-hour trip in a car, before the trip the car had traveled a total of x kms till then, where x is a whole number and is palindromic, At the end of his trip the car had had traveled a total of 26862 km. If Bristi never drove at more than 110 km/h, then the greatest possible average speed at which see dove is?
\(A\) and \(B\) are the independent events such that \(P(AUB)= \frac {7}{10}\) and \(P(B)=\frac 58\). Then \(P(A)\) is equal to:
A sphere of maximum possible size is made out of a solid woodern cylinder of height equal to its diameter of the base. The percentage of the wastage of the wood in the process is:
Nitin sells two articles for 4,000 each with no profit, no loss in the whole transaction. If one was sold at a gain 25%, then the other is sold at a loss of:
A mapping f: R-R which is defined as f(x)=cos x, x ER is
The incomes of A and B are in the ratio 2:3 and their expenditures are in the ratio 4:5. If their savings are 9,000 and 17,500 respectively, then find the income of A.
For the such rate of Interest, the ratio of amount for one year under simple interest and for two years under compound interest compounded annually is 3:4. Find the rate of intrest:
If 5tan θ=12, then find the value of cosθ-sinθ:
A and B can do a work in 20 days. When A works at 60% capacity, B has to work at 150% capacity to finish the work. Find in how many days the faster one will finish the work alone.
A is twice as good a workman as B. Together they finish a piece of work in 24 days. In how many days B alone can finish the work?
A train 220 m long in moving at 54 km/h. Time taken by it to cross a person running in the same direction with speed of 18 km/h is:
If A = {a, b, c) and R={(a,a), (a,b), (b,c), (b,b), (c,c), (c,a)} is a binary relation on A then which one of the following is correct?
Look at the series: 1296, 648, 216, 108, 36, __ .
Which one of the following numbers should come next in the series?