Answer with sources Details . From the standpoint of modern scientific knowledge,
Greek mathematics refers to mathematics texts written during and ideas stemming from the Classical and Hellenistic periods, extant from the 7th century BC to the 4th century AD, around the shores of the Eastern Mediterranean.Greek mathematicians lived in cities spread over the entire Eastern Mediterranean from Italy to North Africa but were united by culture and language. A Greek native from Ionia looked at this 3:4:5 triangle and saw in it what nobody else seemed to have noticed. Aristotle was the first philosopher who developed a systematic … Greek mathematicians were more focused on geometry, and used geometric methods to solve problems.
There are two sources: Byzantine Greek codices (manuscript books) written 500-1500 years after the Greek works were composed. emphasis on proof affect the development of Greek
After many unsuccessful attempts in finding the value of the square root of 2, the Greeks had no choice but to accept that arithmetic could not be the basis of mathematics.
Building on Egyptian and Babylonian knowledge, figures such as Thales of Miletus, Pythagoras, and Aristotle developed ideas in mathematics, astronomy, and logic that would influence Western thought, science, and philosophy for centuries to come. It is important to note that the Greeks originally stated this theorem in terms of geometric objects instead of numbers. The flooding of the Nile repeatedly takes away and adds soil, altering the configuration of the landscape and hiding the markers that separate one person’s land from that of someone else. How does the emphasis on proof affect the development of Greek Mathematics? Pythagoras (c.571 - c.497 BCE) was the leader and founder of a peculiar movement whose followers were known as the Pythagoreans. How does the His name was Pythagoras, and he stretched this 3:4:5 triangle issue to its logical limit, triggering an intellectual revolution. Other ehow to solve this question:(2x)5*(2x)-4*(2x)-3*(2x)6Three shirts and five ties cost $23.
As the Greek empire began to spread its sphere of influence into Asia Minor, Mesopotamia and beyond, the Greeks were smart enough to adopt and adapt useful elements from the societies they conquered. Create your account in less than a minutes, Forgot password?
The origin of Greek mathematics is not well documented.Though no direct evidence is available, it is generally thought that the neighboring Historians traditionally place the beginning of Greek mathematics proper to the age of Another important figure in the development of Greek mathematics is Distinguishing the work of Thales and Pythagoras from that of later and earlier mathematicians is difficult since none of their original works survive, except for possibly the surviving "Thales-fragments", which are of disputed reliability. Neither do we have Egyptian records on further analysis related to this issue. Based on the 3:4:5 triangle known to the Egyptians, Pythagoras came up with a mathematical theorem that bears his name: that, in a right triangle, when the areas of the squares erected on the two smaller sides were added together, they equaled the area of the square erected on the longest side, the side opposite the right angle (the hypotenuse). Plus, get practice tests, quizzes, and personalized coaching to help you succeed.
Because it shows the development of some important techniques. This is about determining the value of the cube root of 2, which is also an irrational number. They did not use a lot a algebra and solved problems that we use algebra for these days, with geometry view the full answer.
By not giving up in the pursuit of mathematical accuracy, the Greeks developed a mathematical knowledge that is, along with astronomy, perhaps the most admirable monument of their intellectual achievements.Ancient History Encyclopedia Foundation is a non-profit organization.
Strabo, the famous Greek geographer, explains the origin of the word geometry (which literally means “land measuring”) as follows:
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How is it that the Greeks managed to advance their mathematical knowledge to the point that it became superior to the Egyptians, a
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