General 01
Some question like this: A,B,C are 3 persons. one who is dark is younger to b and
goes on... Heard it was easy.3 questions following that passage were of
the type " A is dark cannot be deduced from which of the statements.
None of these was an option in all the three questions"
Then another question like A,B,C are running. some passage and onequestion like the above pattern.
Remaining Questions
Sum of all 3 digit no's which are multiples of 7
1.5 men in 1.5 days build 1.5 walls. How many walls can 6 men build in
6 days
you have 5 transistors. 2 possible connections for each. One is correct
and other is wrong. find the probability that atleast one connection is
correct.
A-B =1, (A^3)-(B^3)=61. Find (A^2)+(B^2).
find x,y such that 8765432112345678XY is divisible by 9 and 10.
Find the 2 digit no: xy such that(x+y)*7+3 = xy and (YX*2)-1=XY
Age of Ms.Shy 5 yrs ago is 5 times that of her daughter. Now Shy is 3
times as old as her daughter. What would bo shy's age 5 years from
now.
Now (Mother's age + Son's age) = 1.1 (father's age); After 10 years
(Mother's age + Son's age) = 1.25(father's age).
Now father's age = mother's age + 5. Find son's age.
A train of length 250M overtakes another train in 100sec. Speed of
faster train is 108 kmph and that of another train is 90 kmph. find the
length of slower train.
K+1 is 2 digit even no: Then which of the following is odda) (k+1)/2 b)(k+1)k c)(k+1)(k-1) d)k(k-2)
A 5 digit code. 3 digits and 2 alphabets. Alphabets are distinct. First
digit is non zero. Find the no: of possibilities
An octagon ABCDEFGH. White ball in A and black ball in E. White moves
in clockwise direction while black moves anticlockwise in the following
manner..
1st move : moves 1 vertex 2nd move : skips one vertex and moves to the next 3rd move : skips 2 vertices and moves to the next vertex
and so on..
After how many moves and in which vertex will the two balls meet?
A merchant bought 100 mangoes, 300 apples and 200 oranges.
Cost price in the ratio 4:2:1First he sells at 50%profit and the at 25% profit(Exact no: not known)Remaining fruits he sells at 1.50 per fruit. Profit made in oranges was
given
3 Questions: cost price of orange costprice of all the fruits combined profit made in selling mangoes
A man purchased 15 paise inland covers and 75 paise post card for 33
rupees. Number of inland covers and post card combined was 60. If the
number of inland covers and post cards were interchanged what would
be change in total price
One problem with green balls, red and blue. two conditions given. We
donot remember
Total of 125 men come from other galaxy. X had 2 noses, Y had 4 legs and Z had 3 ears. A had 2 noses and 4
legs. B had 4 legs and 3 ears. C had 2 noses and 3 ears. D had 4 legs,
2 noses and 3 ears. Find the number of men without such problems.
The venn diagram type. Values of A,B,C,D,X,Y,Z were given.
Similarly one problem on magazines with 2 questions.
((17^25)+(21^25))/25. what is the remainder.
Thats all we remember. In grey book there were no questions on
cubes(painted), geometry.
"Higher aptitude scores makes the interview easy."
goes on... Heard it was easy.3 questions following that passage were of
the type " A is dark cannot be deduced from which of the statements.
None of these was an option in all the three questions"
Then another question like A,B,C are running. some passage and onequestion like the above pattern.
Remaining Questions
Sum of all 3 digit no's which are multiples of 7
1.5 men in 1.5 days build 1.5 walls. How many walls can 6 men build in
6 days
you have 5 transistors. 2 possible connections for each. One is correct
and other is wrong. find the probability that atleast one connection is
correct.
A-B =1, (A^3)-(B^3)=61. Find (A^2)+(B^2).
find x,y such that 8765432112345678XY is divisible by 9 and 10.
Find the 2 digit no: xy such that(x+y)*7+3 = xy and (YX*2)-1=XY
Age of Ms.Shy 5 yrs ago is 5 times that of her daughter. Now Shy is 3
times as old as her daughter. What would bo shy's age 5 years from
now.
Now (Mother's age + Son's age) = 1.1 (father's age); After 10 years
(Mother's age + Son's age) = 1.25(father's age).
Now father's age = mother's age + 5. Find son's age.
A train of length 250M overtakes another train in 100sec. Speed of
faster train is 108 kmph and that of another train is 90 kmph. find the
length of slower train.
K+1 is 2 digit even no: Then which of the following is odda) (k+1)/2 b)(k+1)k c)(k+1)(k-1) d)k(k-2)
A 5 digit code. 3 digits and 2 alphabets. Alphabets are distinct. First
digit is non zero. Find the no: of possibilities
An octagon ABCDEFGH. White ball in A and black ball in E. White moves
in clockwise direction while black moves anticlockwise in the following
manner..
1st move : moves 1 vertex 2nd move : skips one vertex and moves to the next 3rd move : skips 2 vertices and moves to the next vertex
and so on..
After how many moves and in which vertex will the two balls meet?
A merchant bought 100 mangoes, 300 apples and 200 oranges.
Cost price in the ratio 4:2:1First he sells at 50%profit and the at 25% profit(Exact no: not known)Remaining fruits he sells at 1.50 per fruit. Profit made in oranges was
given
3 Questions: cost price of orange costprice of all the fruits combined profit made in selling mangoes
A man purchased 15 paise inland covers and 75 paise post card for 33
rupees. Number of inland covers and post card combined was 60. If the
number of inland covers and post cards were interchanged what would
be change in total price
One problem with green balls, red and blue. two conditions given. We
donot remember
Total of 125 men come from other galaxy. X had 2 noses, Y had 4 legs and Z had 3 ears. A had 2 noses and 4
legs. B had 4 legs and 3 ears. C had 2 noses and 3 ears. D had 4 legs,
2 noses and 3 ears. Find the number of men without such problems.
The venn diagram type. Values of A,B,C,D,X,Y,Z were given.
Similarly one problem on magazines with 2 questions.
((17^25)+(21^25))/25. what is the remainder.
Thats all we remember. In grey book there were no questions on
cubes(painted), geometry.
"Higher aptitude scores makes the interview easy."

0 Comments:
Post a Comment
<< Home