Reading and writing fill in the blanks
The king had commissioned the crafting of a crown as a tribute to the gods. He gave a carefully weighed amount of gold to a smith, who produced a beautiful crown within due course. The king became suspicious, however, the craftsman had not used all of the gold he had been given in the crown. It was a common trick to alloy gold with cheaper silver, but the King knew no way of proving that the craftsman had been dishonest. He called upon his close friend Archimedes to solve the problem. Archimedes knew that gold and silver have different densities, that a lump of gold will weigh about twice as much as a lump of silver the same size. The trouble was that no one knew how to work out the size of an irregularly shaped object like a crown. Whilst he was pondering this conundrum, Archimedes went to the public baths to relax. As he slipped into the water he noticed some spilling over the edge, and he had a sudden flash of inspiration. The water must have exactly the same volume as him. And if you know the volume of an object you can easily calculate its density. All Archimedes had to do was find out whether a lump of pure gold, with the same volume as the crown, weighed more. The crown would be lighter than it should be if the craftsman had deviously used some silver instead. Archimedes, in a fit of jubilation, leapt straight out of the bath and ran naked down the streets shouting “Eureka!” – “I’ve found it!”. The goldsmith soon and was dealt with by the King.