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

If there are two red and blue dice. Find the probability when the sum of the dice is a prime number, where the number on red is more than blue.
In a Geometric Progression, 3\(^{rd}\) term is 12, and 6\(^{th}\) term is 96. Find sum of first 5 terms.
Priya is organizing seating arrangements for a panel discussion in Mumbai. She has 6 panelists: 2 men & 4 women. They need to be seated in a row such that no two men sit together. In how many ways can this seating arrangement be made?
If a man covers 1/3rd of the distances at speeds of 10, 20, and 60 km/hr each. Find his average speed.
Two dice (one red and one blue) are thrown. Find the probability that the sum is prime and the number on the red die is greater than the blue die.
If the HCF of two numbers is 15 and their product is 1800, find the LCM.
If a clock gets slow by 5 minutes every hour, and it was correct at 6 AM on Monday, what will be the time at 6 PM on Tuesday?
If a man covers one-third distance at speeds 10 km/h, 20 km/h, and 60 km/h, find the average speed.
Find the unit digit of \(1! + 2! + 3! + \cdots + 100!\).
Find the unit digit of 1! + 2! + .... + 100!
If the HCF of two numbers is 15 and the product is 1800. Find LCM.
Difference between SI and CI for 2 year @ 10% is Rs. 150. Find the principal.
Find log\(_{5}\)(125) + log\(_{2}\)(1/16)
What is the % growth in the total production from 2018 to 2021?
The sum of first n terms of an A.P. is $S_n = n^2 + 4n$. Find the 10th term.
A shopkeeper marks up the price by 25% and then gives a discount of 20%. If Cost price is Rs. 800, find the Selling Price.
Find a number that leaves remainder 3 when divided by 7, and 2 when divided by 5.
A certain sum of money, invested at certain rate of Compound Interest, compounded annually, Amounts to Rs.8820 in 2 yrs and Rs. 9261 in 3 yrs. Find the Principal.
If Tan\(\theta\) + Cot\(\theta\) = 4, find Tan\(^2\theta\) + Cot\(^2\theta\).
The sides of a triangle are 13, 14, 15. Find the area.
Log\(_{2}\)(x) + log\(_{2}\)(x-2) = 3
A cylinder has base radius of 7 m and height of 1 m. How much water can it hold? (given: 1000 lt = 1 m\(^3\))
A can do a work in 12 days and B in 18 days. if they start work together, and after 2 days B leaves then how many days will it take for the work to get completed?
A Train, going at speed of 72 km/h, passes a station (160 meter long) in 18 second. In how much time the train can Cross a man standing on the station?
If Tan\(\theta\) + Cot\(\theta\) = 4, find Tan\(^2\)\(\theta\) + Cot\(^2\)\(\theta\).