Please find ahead the graph and function question
Each Employee at a certain bank is either a clerk or an agent or both. Of every three agents, one is
also a clerk. Of every two clerks, one is also an agent. What is the probability that an employee
randomly selected from the bank is both an agent and a clerk?
how many number smaller than 2*10^8 and are divisible by 3 can be written by means of the digit 0,1,2 (exclude single and double digit number)
options
4369
4353
4373
4351
approach please
remainder when 99^99 is divided by 101
guys help me out with this LR ques and share your approach
a solid cube whose edges are 12 cm each,has been cut bya plane such that the plane bisects three edges meeting at a corner.find the surface area of the remaining part of the cube after the small piece is removed.
- 810+18*3^1/2
- 810-18*3^1/2
- 810-249*3^1/2
- 810+24*3^1/2
0 voters
There are 58 balls in a jar. Each ball is painted with at least one of two colors, red or green. It is
observed that 2/7 of the balls that have red color also have green color, while 3/7 of the balls that have
green color also have red color. What is the probability that a ball randomly picked from the jar will
have both red and green colors?
a solid cube whose edges are 12 cm each,has been cut bya plane such that the plane bisects three edges meeting at a corner.find the surface area of the remaining part of the cube after the small piece is removed.
1) 810+18*3^1/2
2) 810-18*3^1/2
3) 810-249*3^1/2
4) 810+24*3^1/2 Skip
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Should be 810 + 81*3^1/2
In three distinct regular polygons, it is known that the measure of the internal angle of one regular polygon exceeds the measure of the internal angle of the other two regular polygons by 15° and 27° respectively. Furthermore, the sum of the measures of the external angles of all the three regular polygons is 177°. What is the sum of the number of sides of all these three regular polygons
please complete solution dena..ans mat post krna..
SIX WHITE AND SIX BLACK BALLS of the same size are distributed among ten urns so that there is at least one ball in each urn . what is the number of different distribution of the balls?
options
a)25000
26250
28250
13125
approach please
Q.1 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?
a.60000 b.20000 c.80000 d.40000 e.50000
How does the questions from number system arise in main cat examination? I don't think questions based on the theorems such as wilsons and others will be given.
Question Types:
if a+b+c+d=12 and a,b,c,d restricted to
case1:3
case2:4
case3:5
case4:6
case5:7....upto 9
Its hard to approach these problems when given a large value Eg:a+b+c+d=180
So please help me with an article/ link/comments😠
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ďťżLet hn+1(x) = hn(x) + 1 , if n is odd;
= hn(x) + 2, if n is even;
If the minimum value of h1(x) is 1 , then what will be the minimum value of h100(x)?
1. 100
2. 149
3. 150
4. None of these
can somebody plz share CL ka GK compendium 2013?
>The ratio of expenditures of two persons A and B is 5 : 4. If A's savings is equal to B's income and A's income is more than B's income by र5,000, then find B's expenditure.
Share Approach.
1.Asha marks an article 20% above the cost price. Her father unknowingly sticks a label indicating a price which is 20% above her intended list price. What discount percentage should be allowed in order to get a profit of 0.8%?
2.
The LCM and HCF of a pair of numbers is 1232 and 14 respectively. How many such pairs are possible?
A vessel contains 10 L of milk. First 3L is removed and replaced with 2L of water, then 4L of solution is removed and 3L water is added. Find the amount of milk left in the solution.
10 (1-3/9) (1-4/8) = 3.33 L
Please check whether the method is correct !
@Dexian @Dazed-Confused @ralins