List of top Quantitative Ability and Data Interpretation Questions asked in SNAP

Pune taxi services has a fixed charge plus a variable charge based on the distance covered. For travelling 10km the total fare paid by Somu is Rs.150 and for a journey of 15km the total fare paid by Ramu is RS220. Then Tomy will pay _as the total fare for travelling a distance of 25 km.

During the placement season of a class, 21 students got shortlisted for company A, 26 got shortlisted for Company B and 29 got shortlisted for company C and 14 students got shortlisted for both A and B,12 students got shortlisted for A and C and 15 for both B and C. All the companies shortlisted 8 students from the class. Then what is the ratio of number of students who got shortlisted for only B and number of students who got shortlisted for only C?

A man purchased a TV and fridge. If the price of TV is 150% of price of fridge then price of fridge is what percentage of the total cost of TV and fridge?

If \(\log_{10} 11 = a\) then \(\log_{10} \left(\frac{1}{110}\right)\) is equal to?

Sonal and Meenal appear in an interview for same post having two vacancies. If \(\frac 17\) is Sonal's probability of selection and \(\frac15\) is Meenal's probability of selection then what is the probability that only one of them is selected?

The expression \((a-b)^3 + (b-c)^3 + (c-a)^3\) can be factorized as:

ABC Paints Ltd. is planning to create different combination of dyes. The research team has decided they will be using five different green dyes, three different red dyes and four different blue dyes. How many combinations of dyes can be created by ABC Paints Ltd., by including at least one blue and one green dye?

If \( h \), \( c \), \( v \) are the height, the curved surface area, and the volume of a cone, then \( 3\pi vh^3 \) is:

In the figure given below \(L_1 || L_2\) then x = __________.

\[\left\{ \frac{2^{\frac{2}{5}} \times 3^{\frac{1}{5}} \times 4^{\frac{4}{5}}}{10^{\frac{-1}{5}} \times 5^{\frac{3}{5}}} \div \frac{3^{\frac{3}{5}} \times 5^{-\frac{7}{5}}}{4^{\frac{-3}{5}} \times 6} \right\} \times 2 =\]

A man covers half of his journey by train at 90 km/hr, one-third of the remainder by bus at 30 km/hr and the rest by cycle at 10 km/hr. The average speed during the entire journey is ______

The sum of all two digit numbers that give a remainder 2 when they are divided by 7 is ______

A ball is dropped from a height of 200 meters. After striking the floor it rebounces to \(\frac{4}{5}\)th of the height from where it fell. The total distance it travels before coming to rest is ______

A bottle contains 50 liters of milk. From this bottle 5 liters of milk was taken out and replaced with water. This process was repeated further for three times. How much milk is now contained in the bottle?

A trader sells 20 articles at Rs. 54 per article after giving 10% discount and gains 50% profit. If the discount is not given, the profit gained is ______

A man sold \(\frac{3}{5}\)th of his articles at a gain of 20% and the remaining at cost price. Find the percentage gain earned in the transaction.

In a competitive exam there were 5 sections. 10% of the total number of students cleared the cut off in all the sections and 5% cleared none of the sections. From the remaining candidates 30% cleared only section 1, 20% cleared only section 2, 10% cleared only section 3 and remaining 1020 candidates cleared only section 4. How many students appeared in the competitive exam?

Three candidates "A", "B", "C" participated in an election. "A" gets 40% of the votes more than "B". "C" gets 20% votes more than "B". "A" also overtakes "C" by 4000 votes. If 90% voters voted and no invalid or illegal votes were cast, then what will be the number of voters in the voting list?

Four people clap after every 20 minutes, 30 minutes, 40 minutes and 50 minutes respectively. All of them clapped together at 10:00 am. Then they will again clap together at ______

The least number which is a perfect square and is divisible by each of the numbers 14, 16, 18 is

A batsman was having 32 runs per innings as his average after the 15th innings. His average increased by 2 runs after the 16th inning. Then what was his score in the 16th inning?

As shown in the figure, there is a square of side 24 cm. A circle is inscribed inside the square. Inside the circle are four circles of equal radius which are inscribed.

The total area of the shaded region in the figure given below is ________

There are nine humans in a ship. Each human has nine cages and each cage has nine huge lions, and each lion has nine cubs. How many legs are there in the ship? (Humans have two legs, lions have four legs, cubs have four legs.)

The value of \((p-a) \times (p-b) \times (p-c) \times \cdots \times (p-z)\) is ________

A person has a bag which contains 9 bulbs, out of which 2 are fused and cannot be used to light the room. Two bulbs are selected at random. What is the probability that both bulbs chosen can be used to light the room?