For real values of x and y, when is the equation possible?sec^2 theta= 4xy/ (x+y)^2x is greater than yx is lesser than yx=-yx=yNone
when x=y
For real values of x and y, when is the equation possible?sec^2 theta= 4xy/ (x+y)^2x is greater than yx is lesser than yx=-yx=yNone
when x=y
The probability that a student will pass in mathematics is 3/5. and the probability that he will pass in english is 1/3. If the probability that he will pass in both exam is 1/8. What is the probability that he will pass in at least one exaxm ??????
For a set of particular distinct integral values of a, b, c and d the equation (n+a)(n+b)(n+c)(n+d) = 25 holds. For how many distinct integral values of n does it hold?
a) 0
b) 1
c) 2
d) More than 2
there is a difference of 6 minutes in the time required to go up by a stationary escalator and a descending escalator . the difference is of 4 min to go down for a person . if the escalator descends at speed of 10 steps perminute . find the number of steps visible when it is stationary .
find X in the given tringle
0 voters
|x|*e^x=1/4
Four sisters-Suvarna, Tara, Uma and Vihba are playing a game such that the loser doubles the money of each of the other players from her share, They played four games and each sister lost one game in alphabetical order, At the end of fourth game, each sister had Rs.32. How much money did Suvarna start with ?
(i) Rs 60 (ii) Rs 34
(iii) Rs 66 (iv) Rs 28
.does any one has Totalgadha e book for geometry.??
plzzz share it..
Let p,q,r be 3 natural numbers such that p+q+r = 6t+7, where t is a +ve int
c) Minimum possible value of p^2+q^2+r^2 is 12t^2 + 28t + 17
d) Maximum possible value of p^2+q^2+r^2 is 12t^2 + 28t + 17
Q1)A set S consists of 143 natural numbers, each of which is a perfect cube.The maximum number of elements of S that one can always find such that each of them leaves the same remainder when divided by 13 is
a)11
b)31
c)33
d)29
If n = 10000! is divisible by p^p where p is a prime number, what is the maximum value of P?
a.29 b.101 c.97 d.none of these.
[x] is the greatest integer less than x.
If [x+0.15] + [x+0.16]+.......+[x+0.51] = 102
then [x+0.02] + [x+0.04]+.......+ [x+1.0] equals
a)199
b)101
c)139
d)301 (Please share the approach as well since I don't have OA)
This is a bit confusing..Please help me out on this question!!
In a bag there are a total of 150 coins in three denominations €“ Re.1, Rs.2 and Rs.5 €“ with at least one coin of each denomination being present in the bag. The total value of the Re.1 coins is at least 50% of the total value of the coins in the bag. If there are 23 Rs.5 coins in the bag and the total value of the Rs.2 coins is at least 3% of the total value of the coins in the bag, find the number of Rs.2 coins in the bag.
Two identical vessels are filled with alcohol. From the first vessel 'a' litres of the solution is taken outand replaced with 'a' litres of water. From the resulting mixture 'a' litres of the mixture is removedand again replaced with 'a' litres of water. The same operation is done in the second vessel thesame number of times, but the amount of solution removed and replaced with water is '2a' litres.What fraction of the volume of the vessels is 'a' if the strength of alcohols in the two vesselsfinally is in the ratio 25 : 16?
a. 41
b. 54
c. 32
d. 61
for which operator the difference between max. and min. sigma is the greatest?
1) All possible two factors products are formed from the numbers 1,2,3,4..200. The number of factors obtained out of the total which re multiples of 5 is
a)5040
b)7180
c)8150
d)none of these
DS Question:
Hira, Hema, Hemant, Hitesh, Hrithik and Harish are sitting around a circular table, not necessarily in the same order. Who is sitting opposite to Hemant?
A: Hema will not sit next to Hitesh.
B: Harish and Hrithik sit on either side of Hira
I need CAT 2012 question paper. Couldnt find it online.
A train starts from city A to B with a certain speed. After traveling for four hours, it is unexpectedly instructed by traffic control to increase its speed by 20% and hence reaches the destination 100 minutes earlier than the scheduled time. If the increase in speed has been 30km further down, then the train would have reached 88 minutes earlier than the scheduled time. What is the distance between A and B?
There are ten boxes, numbered 1 to 10, each containing ggold coins. Each of the coins in nine of these ten boxes weighs 10 gm, whereas each of the coins in the tenth box weighs 20 gm. A digital weighing machine is provided. Now, a logician, Mr.Kapil, is invited. The task assigned to him is that he has to find out the box containing the coins weighing 20 gm each.
If g = 9, then what is the minimum possible number of times for which the weighing machine is to be used?
A. 1
B. 2
C. 3
D. 4
If g = 7, what is the minimum possible number of times for which the weighing machine is to be used?
A. 1
B. 2
C. 3
D. 4
If g = 3, what is the minimum possible number of times for which the weighing machine is to be used?
A. 3
B. 2
C. 5
D. 4
If g = 2, what is the minimum possible number of times for which the weighing machine is to be used?
A. 2
B. 3
C. 5
D. 4