Which Indian cricketer is known as "Brown Bradman"?

When art competitions were introduced into the Olympic Games, the categories were literature, painting, music...........

At the 2012 Summer Olympic Games, Canadian athlete Ian Millar competed in his last of how many Olympics?

What nickname was given to Mary Mallon, who infected a known 53 people working as a cook in New York and, in 1907.......

In cooking or butchery what parts of an animal are known as lights?

The Yangtze River is on where?

Find the sum of 15+21+27+......+201.

What is Dynamic Spectrum sharing in NR?

A "moog" was what type of instrument?

In 1856, who invented the process whereby 5 tons of steel could be made in 30 minutes instead of in 50lb................

Three points are selected at random on a sphere's surface. What is the probability that they all lie in the same hemisphere? Assume that the great circle, bordering a hemisphere, is part of the hemisphere.

No matter how we place the points on a sphere it will without any doubt fall in one of the infinite possible hemispheres that can be chosen.

So the asked probability is 1 ie., 100%.

In space, the three points define a plane cutting the sphere in two pieces. The smaller of these two spherical caps is always contained in half of a sphere: a hemisphere. Thus the answer is: 100% probable.

There are 12 boys and 9 girls in a class. If three students are selected at random, what is the probability that 1 girl and 2 boys are selected?

I have a stick of length 3 cm and I select 2 random points on it and break it at those points to get 3 pieces.

If the probability that these pieces will form a triangle is m/n where m and n are coprime integers then what is the value of m × n?

Two digits are selected at random from digits 1 through 9. If sum is even, find the probability that both numbers are odd?

There are 8 boys and 5 girls in a class. If four students are selected at random, what is the probability that 2 girls and 2 boy are selected?