An unbised coin is tossed until it shows up the same face in two consecutive throws. what is the probability that the no of tosses is not more than 4?
a person has to select one of the 3 capsules , 1st increase his wt by 1 kg. another ensures that the wt does not change. the third one increase his wt by 2 kg and also compels him to choose one of the 3 capsules again-all similar to the first set of three capsules. The person has no way of identifying the capsules beforehand and equally likely to take any of the 3 capsules at any stage. Find the expected gain in the wt.
hey which is a better book for quant prep-arun sharma or quantaum cat or face to face?
If 4 consecutive letters r selected at random from the english alphabhet , then one of the letters is a vowel is?
Six balls are placed numbered 1-6 are to be placed in six boxex of numbered 1 to 6. if the balls are to be placed at random into boxes then the probability that none of the balls are placed in their respective boxes is?
(CAT 2005)A jogging park has two identical circular tracks touching each other, and a rectangular track enclosing the two circles. The edges of the rectangles are tangential to the circles. Two friends, A and B, start jogging simultaneously from the point where one of the circular tracks touches the smaller side of the rectangular track. A jogs along the rectangular track, while B jogs along the two circular tracks in a figure of eight. Approximately, how much faster than A does B have to run, so that they take the same time to return to their starting point?
4.72%
4.22%
3.88%
4.44%
x and y are positive values satisfying x+y=1/4. When ln(y^2+4xy+7) attains its maximum (subject to the given constraint), what is the value of 1/xy?
Find the remainder when 4^45 + 4^ 43 +4^42 + 4^41 + .... + 4^0 is divided by 17
Could anyone tell me how to find the real roots in the case below
x^3-12x^2+48x-64
the one method i know is to find positive and negative factors of the last term and check whichever substitutes but i find it long , Please tell a simple way of solving a third degree polynomial
@scrabbler @pratskool @chillfactor @Logrhythm @mani0303 @Torque024 @Marchex @Estallar12 @jain4444 @Aizen @naga25french @ScareCrow28
.... Please tell way to find real roots for 3rd degree... and even approaching polynomials of degree greater than 2 
A party of n persons are sitting at a round table.Finds the odds against two specified persons sitting next to each other :
A. (n+1) /2
B. (n-3) / 2
C. (n+3) / 2
D None of these
OA : B.
Please explain the procedure of this question.
Thanks in advance.
AC = diameter of a circle.
B and D are points on the circumference such thatGiven hat the perimeter of quadrilateral ABCD = 20 ,find the radius of the circleFind the distinct number of 7 digits numbers the sum of whose digits is even
90*10^6
45*105
640000
None of these
If 4 whole numbers are taken at random and multiplied,what is probablity that the last digit of the product is 1,3,7,9
A. 15/653
B. 12/542
C. 16/625
D. 17/625
OA : C
Please explain the procedure of this question.
Thanks in advance.
Question :
In how many ways can 6 girls and 6 boys sit in a circular table such that all the girls should not sit together?
11! + 6! × 6!
11! + 6 × 6!
11! – 6! × 6!
11! + 7 × 5!
11! – 6! × 5!
Ye kya ho raha hai?
Quant thread open karo to direct 2nd page khulta hai
Five persons has to be selected out of ten (A to J). In how many ways can it be done such that if 'I' is selected, D and E can not be selected and 'H' has to be selected?
20
120
146
126
None of these
A right circular cone of height √12cm is fitted inside a sphere of radius 4cm such that the vertex of the cone coincides with the centre of the sphere. The slant height of the cone is equal to the radius of the sphere. What is the approximate volume of space trapped beneath the cone inside the sphere?
(a) 20cc
(b) 30cc
(c) 40cc
(d) 50cc
Find the distinct number of 7 digit numbers the sum of whose digits is even
90*10^6
45*105
6400000
None of these
guys please post your explanation as well thanks