If the second half of the english alphabet is written in reverse order then which letter will be 9th of the right of 9th letter from the left???
Which letter of the english alphabet is 7th of the right pf 13th letter from your left???
If the second half of the english alphabet is written in reverse order then whch would br the 7th letter of the right of the 12th letter from the left end???
A cuboid of dimensions 51, 85 , 102 cm is first painted by red colour then it is cut into minimum possible identical cubes.Now the total surface area of all those faces of cubes which are not red is
also please explain how you got the answer
Clock A B and C strikes every hour. B slows down and takes 2 min longer than A per hour while C becomes faster and takes 2 min less than A per hour. If they strike together at 12 midnight, when will they strike together again?
A) 10 AM
B)11 AM
C)9 PM
D)8 PM
A suum of money invested at simple interest amounts to 10240 at the end of 3 years. I f the interest at the end of 5 yrs is same as the sum invested, then the interest at the end of ist 4 yrs is ??
4820
5020
5120
5340
puys,does anyone knows the steps or method that can be used commonly in most of the problems based on games and tournament (data distribution)??....
The seventh grade of a school has three divisions - A, B and C - having 30, 30 and 36 students respectively. The average score of divisions A, B and C in an English test is 80, 78 and 75 respectively. When three students from C are moved to A, the average score of A decreases by two. After this, when three more students are moved to B from C, the average score of B decreases by 1. What is the new average score of division C?
Probably answer is 77.5
Let x, y and z are three integers such that z ≠ 1. How many (x, y, z) triplets exist which satisfies the following equations?x + y = 1 − z, x^3 + y^3 = 1 − z^2
P.S. : I don't know the OA.
- 8
- 4
- 5
- 6
0 voters
in a dairy farm there are two drums,one full of milk and the other full of water.there are a certain number of cans,each of 35 litres.the total liquid in two drums is exactly sufficient to fill all the cans.if a can hold exactly one sixth of the milk along with one eighth of water,what is the number of cans in dairy farm?
ans:7😠
Solve this for remainder bhai log:
Question 1: (10^10^1 + 10^10^2 + 10^10^3 + .... + 10^10^10) divided by 6
Question 2: (10^10^1 + 10^10^2 + 10^10^3 + .... + 10^10^10) divided by 7
🍻
A bag contains 50 paisa, 20 paisa and 10 paisa coins in the ratio 5:3:1.If the total amount in the bag is 640 Rs,find the difference in the amounts contributed by 50 paisa and 20 paisa coins.
- None of these
- 380
- 400
- Rs 300
0 voters
The speed of an engine is proportional to the square root of the number of wagons attached to it.Without any wagons attached to it the speed of the engine is 60km/hr.With 16 wagons attached to it the speed of the engine is 40km/hr.Find the maximum number of wagons that can be attached so that the train moves.
- 144
- 142
- 145
- 143
0 voters
hi puys,
its my first attempt at CAT and have just started with preparation on my own from CL study material.
Just wanted to know if its ok if i leave out level 3 exercise questions of quant CL study material books and do level 1 and 2 , because level 3 questions are too tough?? i mean are level 3 questions higher than CAT level??? please help...!!
hi puys,its my first attempt at CAT and have just started with preparation on my own from CL study material.Just wanted to know if its ok if i leave out level 3 exercise questions of quant CL study material books and do level 1 and 2 , because level 3 questions are too tough?? i mean are level 3 questions higher than CAT level??? please help...!!
There are 1-90 numbers in a box. What is the probability of picking four numbers one by one such that the numbers picked are in ascending order??
What is the difference between the largest and smallest four digit number made by using distinct single digit prime numbers?
Please tell how you find the largest and smallest four digit no in this case ?
If X is the smallest number that is divisible by both 6 and 5, than find the maximum possible power of 10 that would completely divide the product of the first 20 multiples of X.
A cistern has a capacity of 40,000 L. Initially, it is half full. Everyday, a certain quantity of water is used but at the end of the day, 4/3 of the used quantity is replaced into the cistern. If the amount of water used is the same everyday, then what is the total quantity of water used for refilling till the cistern is full?