Which Indian cricketer is known as "Brown Bradman"?

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

A "moog" was what type of instrument?

Where are the Shere Hills, a range of undulating hills and rock formations in western Africa?

Pea aphids are generally wingless, but can develop wings in what conditions?

What resin, drawn from a tree related to the pistachio, is used to flavour foods and drink including ice cream..........

The Lufra River and then the Lualaba River into which it flows are major headwaters (by volume) of the Congo............

Wealthy Quaker Richard Tapper Cadbury, a linen and silk draper, had a son John who founded a business in what?

Which compound on the surface of Mars makes it appear red?

Which lake, the largest in Central Europe, is sometimes referred to as the "Hungarian Sea"?

As 1 Dollar - 100 pennies = 10 Dimes = 4 Quarters.

So the Box having quarters has the highest Value.

If, box has 100 coins in each and so, 1st Box = 100 quarters = 25 Dollars, 2nd Box = 100 Dimes = 10 Dollars & 3rd Box = 100 pennies = 1 Dollar.

There are 3 boxes. One of the Box contains gold and the other two are empty. A Printed message contains in each Box. One of the message is true and the other two are lies.

The 1st box says "Gold is not here" The 2nd box says "Gold is not here" The 3rd box says "Gold is in the second box". Which box has the Gold?

There are 3 boxes, exactly one of which has a car. You can keep the car if you pick the correct box!

On each box there is a statement, exactly one of which is true.

Box 1: The car is in this box. Box 2: The car is not in this box. Box 3: The car is not in box 1.

Which box has the car?

What is the value of one-half of two-thirds of three-quarters of four-fifths of five-sixths of six-sevenths of seven-eighths of eight-ninths of nine-tenths of 30?

I want to buy a $1.00 newspaper. I have just enough pennies $0.01, nickels $0.05, dimes $0.10, and quarters $0.25 to buy the newspaper in every possible exact-change combination of those coins.

How many coins do I have?