if there is A is travelling at 5/8th his usual speed and reaches the market 18 mins late;his usual speed is??
ANS: 30 mins
[in this question if the decrease in speed is 3/8 the increase in time will be 3/9???.....]
Hundred concentric circles are drawn with radius 1, 2, 3β¦.100 cm respectively. The region bounded by the inner most circle is labelled 1. Every region bounded by any two consecutive circles is labeled 2, 3, 4β¦in the ascending order of their areas. Then, what is the sum of the areas of all the regions that are labelled even as a fraction of the total area of all the regions?
how many +ve integers p,q,r exist such that p/q + q/r + r/p = 2.. please explain the solution
1) 1
2) 3
3) 15 Skip
β
There would be no solution to this problem because we are seeking +ve integral solution for
p2r + q2p + r2q = 2pqr
But using AM>= GM we get
p2r + q2p + r2q >= 3pqr ....(i)
Since p,q,r are +ve integers hence 3pqr > 2pqr (ii)
Using (i) and (ii) we get
p2r + q2p + r2q > 2pqr
Hence, no solution.
ATDH.
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Q1) In a room there are 7 persons . the chance that two of them were born on the same day of the week??? No OA ...please share your methods.. I am getting 3*(6)^5/(7)^5
an exam has 4 papers of 45 marks each. In how many ways a student can pass the exam if pass marks is 90.?
My doubt is, In this question, pass marks is 90 but max marks is 45*4=180. so what shd we do? distribute 90 or distribute the whole range 90 to 180? how? 
Q5) V anand and G kasparov play a series of 5 chess games. the prob that anand wins a game is 2/5 and kasparov is 3/5. there is no prob of draw . the series will be won by a person who wins 3 matches . find prob that Anand wins the series( The series ends the moment w/n any of the two wins 3 matches)
what is rem.when 42!/45
Q2)In a hand at a game of bridge what is the chance that the 4 kings are held by a specific player??
For positive integers x and y, 3x+8y=68
find the maximum value of x^2* y^3? π π π
a)5488 b)10024 c)9216 d)9724
How many integer pairs (x, y) are there such that x3 + 3x2 β 4x = 81y3 β 9y2 + 6y β 1?
what is the rem.N=123123123.......300 digits divided by 504.
find last 2 digits of 4^123.explain the approach also
- 64
- 28
- 12
- 24
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SET X is having 2000 elements in a.p with first term being 1 and difference been 1. what is the maximum number of element SET Y can have such that sum of no two element of Y is equal to 9 or a multiple of 9 ?
THE NUMBER of ways in which three distinct numbers in AP can be selected from 1,2,3,4....24?
options
a)112
b)132
c)124
d)146
approach please
x^2+px+q=0 & x^2+qx+p=0 hv real roots.
find the non zero interger from the right in 8330^1957 +8370^1982
number solutions of the equations m^2=1614+n^2