Which Indian cricketer is known as "Brown Bradman"?

Which of the countries has had a prime minister whose name featured the name of his country?

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Who discovered the moons of Saturn called Mimas and Enceladus between 1781 and 1789?

The Pyrenees mountain range is on which continent?

What religion was the temple complex of Angkor Wat built, in the early 12th century, to serve?

Why Non adaptive transmission applicable only in UL?

What convex three-dimensional homogeneous body which, when resting on a flat surface, has just one stable..............

Someone who tells lies is what sort of person?

In 1993, in the course of the wars during the breakup of Yugoslavia,a 16th century bridge was destroyed in which city?

Gatik and Manul each have a collection of tennis balls. Gatik said that if Manul would give him 8 of his balls they would have an equal number; but, if Gatik would give Manul 8 of his balls, Manul would have 3 times as many balls as Gatik. How many balls does Manul have?

Lets assume Manul has X and Gatik has Y

Now we can make two equations

X-8 = Y+8 or X-Y = 16 X+8 = 3(Y-8) or 3Y-X = 32 on solving these two we will get X=40 & Y=24

So Manul has 40 balls & Gatik has 24.

manul have 40 balls & gatik have 24 balls

Gaurav and Jugnu each have a collection of cricket balls. Gaurav said that if Jugnu would give him 4 of his balls they would have an equal number; but, if Gaurav would give Jugnu 4 of his balls, Jugnu would have 3 times as many balls as Gaurav.

How many balls does Jugnu have?

Gaurav and Jagdish each have a collection of cricket balls. Gaurav said that if Jagdish would give him 4 of his balls they would have an equal number; but, if Gaurav would give Jagdish 4 of his balls, Jagdish would have 3 times as many balls as Gaurav. How many balls does Jagdish have?

Anirudh had 25% more DVD's than he has, he would have twice as many as if he had given away 126 of them. How many DVD's does Anirudh have?

Thornbury Round Table have an odd number of fireworks for their display, less than one thousand. The sum of the digits in the number of fireworks is thirteen, the hundreds digit being twice the value of the ones digit. How many fireworks does the organisation have altogether?