Ques:- How do you estimate staff requirements?
Ques:- Two candles of equal lengths and of different thickness are there. The thicker one will last of six hours. The thinner 2 hours less than the thicker one. Ramesh light the two candles at the same time. When he went to bed he saw the thicker one is twice the length of the thinner one. For how long did Ramesh lit two candles ?please describe full description
Ques:- Some gatekeepers are warriors and some warriors are cowards therefore some gatekeepers must be cowards.What is correct answer?
Recent Answer : :
True
Ques:- In each questions below are given two statements followed by two conclusions numbered I and II.
Statements :
All pens are roads. All roads are houses.
Conclusions :
I. All houses are pens.
II. Some houses are pens.
Statements :
All pens are roads. All roads are houses.
Conclusions :
I. All houses are pens.
II. Some houses are pens.
A. if only conclusion I follows
B. if only conclusion II follows
C. if either conclusion I or II follows
D. if neither conclusion I nor II follows
E. if both conclusions I and II follow
Recent Answer : :
A.
Ques:- What is my present role in the company?
Ques:- Why do you want to work for our company?
Ques:- X can do a piece of work in 10 days and Y can do it in 15 days and Z can do it 20 days. They started the work together and X leaves after 2 days and Y leaves after 4 days from the beginning. How long will work lost?
Ques:- What do you feel you need to develop in terms of skill & knowledge in order to be ready for that opportunity?
Ques:- Given a credit card number with a certain number of fixed digits and a certain number of digit placeholders, find the number of solutions such that the entire number yields a remainder of 3 when divided by 13. Use properties of modulus
Ques:- Why do you think you are smart?
Ques:- A fly is there 1 feet below the ceiling right across a wall length is 30m at equal distance from both the ends. There is a spider 1 feet above floor right across the long wall equidistant from both the ends. If the width of the room is 12m and 12m, what distance is to be traveled by the spider to catch the fly, if it takes the shortest path
Recent Answer : :
42m
Ques:- The sum of the digits of a two-digit number is 12. The difference of the digits is 6. Find the number?
Recent Answer : :
9 AND 3
Ques:- Tell me something about our company.
Ques:- You are given weights of order 1kg 3kg 9kg 27kg 81kg and so on…(powers of 3)A weight of N kg is placed on any one of the empty pans of the balance.You are supposed to add weights to both pans of the balance and make them equal.You can use one weight only once..i.e., you can't use 2 number of 3kg weights.
Ques:- What is the angle between the two hands of a clock when time is 8:30
Recent Answer : :
180*2/3 = 60degree
Ques:- At what rate percent on simple interest will a sum of money double itself in 30 years?
Recent Answer : :
A=P+SI——(1)
sum of money after 30 years = Double the money
A=2P———-(2)
Equate 1 and 2
P+SI=2P
SI=2P-P
SI=P————-(3)
WKT, SI= PTR/100
Equate 3 and SI
P=PTR/100
P=P*30*R/100
R=P*100/P*30
R=100/30 or 10/3 or 3(1/3) %
Ques:- Why do you want to change this job?
Ques:- U R REACHED MY EXPACTAIONS
Ques:- Good companis reliance
Ques:- How long you will stay in our company?
Ques:- A man said to his son, “I was two-third of your present age when you were born”. If the present age of the man is 48 years, find the present age of the son?
Ques:- A certain sum of money doubles itself in 10 years in how much many years will it trible itself at the same rate?
Ques:- What was the toughest challenge you?ve ever faced?
Ques:- Find the total no of 10 digits whose sum is 4.Â
Ques:- Tell me about a time you were able to successfully dealwith another personeven when that individual may not have personally liked you(or vice versa).
Ques:- On a nice summer day two tourists visit the Dutch city of Gouda. During their tour through the center they spot a cosy terrace. They decide to have a drink and, as an appetizer, a portion of hot “bitterballs” (bitterballs are a Dutch delicacy, similar to croquettes). The waiter tells them that the bitterballs can be served in portions of 6, 9, or 20. What is the largest number of bitterballs that cannot be ordered in these portions?
Recent Answer : :
9 its just like popcorn box in cineme everyone take large leaving medium
aside
Ques:- About Family background, Checked the communication skill, way of dispensing the medicine.
Ques:- How do you keep your fitness knowledge up to date?
Ques:- If the 3 digit number AB9 is a perfect square then is A an odd digit?
Recent Answer : :
A perfect square is a square number of a digit. eg 64 is a perfect number, a square of 8
Now digits AB9 is a square number of a number.
AB9 Can also be written as A multiply by B multiply by 9
Get the Square root of AB9
Assumption, A=1, B=1
1*1=1=A, 1*1=1=B Therefore,
Square root of A = A, B = B and 9=3
Therefore
An odd number is a number indivisible by 2.
for example 1,3,5,7…….
Therefore Squares A*B*9= AB9
Where a=1, b=1, 3 as digits.
Conclusion
A=1 is an odd number
Ques:- how many two digit numbers satisfy the property:the last digit of the sqr of the two digit number is 8
Recent Answer : :
ans: none
let it may be any number the square cant end in 8
2hrs