Born and raised in Syracuse, Sicily, Archimedes was brought up by his father, a mathematician and astronomer. Along the path of Archimedes life, he developed a passion for problem solving; therefore, he involved himself in situations that required the decipherment of predicaments. As a matter of fact, he wrote numerous books about his theories and explanations. …show more content…
As a result of his hypothesis, he found out his way was consistent with the actual value of pi. Subsequently, he achieved this by doubling the number of sides of the hexagon and stopping to measure the length of each side. According to Archimedes, as the hexagon's sides increased, the closer he got to approximating the accuracy of a circle. Which would led to the value of pi. Additionally, he speculated that the square root of three was between 265 over 153 and 1351 over 780. As it turns out, he was correct as …show more content…
Considering this, the anecdote of how the breakthrough happened is quite unique. For starters, a king asked of Archimedes to search for a way to unearth the materials used to make the king's crown. With worry, the king distressed that the blacksmith built the crown with silver rather than with gold. Keeping this in mind, Archimedes was taking a bath when he realized that the water overflowed as he submerged his body into the tub. Filled with glee, he went onto the street yelling "Eureka, Eureka." Without intending it, Archimedes found a way to find the crown's volume. Archimedes defined the term