PPT-Pythagoras of Samos

Early life Pythagoras was born in Samos in Greece off of the Mediterranean sea He studied in Greece and then fled to southern Italy to escape the harsh rule of P olycrates Religious teachings. Old Guys and their formulas. Looking for Patterns. So what’s the pattern?. Let’s start with two numbers: 1 and 1.. Add these two values to get the next number in the sequence (pattern).. Add the last two values to get the next number. . Help Ironman perform the calculations he needs to apprehend the villains in each case.. Situation 1:. Ironman is looking up to the top of a tower at Phantom. The tower is 114 metres tall and Ironman is 400 metres from the tower.. August 2011. Pythagoras c. 2. = a. 2. + b. 2 . where c is the hypotenuse = the longest side. Pythagoras. . c. 2. = a. 2. + b. 2 . . so c = (a. 2. + b. 2 . )^0.5. a. 2. = c. 2. - b. 2 . By. Leslie Ryan. Common Terms. Iteration-. To . repeat a pattern multiple times, usually with a series of steps. . Reflection-. An image that is thrown back from light, heat, or sound. Like an image you see in a mirror. . Wisdom. An introductory course in philosophy. Professor Standen. Saint Michael’s College. Philosophy: The Love of Wisdom. A good starting point . to thinking about what philosophy is, is . to look at and try to understand that the word philosophy . An introduction to Pythagoras’ theorem for building (roofing) students. Curriculum links. Adult Numeracy. N1/L2.4: Evaluate . expressions and make substitutions in given formulae in words and symbols to produce . For each of these challenges, start with a square of paper.. Fold the square so that you have a square that has a quarter of the original area.. How do you know this is a quarter?. Square Folds. Fold the square so that you have a triangle that is a quarter of the original area.. about 570 – d. about 495 BC. Lived from:. Herodotus, Isocrates, and other early writers all agree that Pythagoras was born on Samos, the Greek island in the eastern Aegean, and we also learn that Pythagoras was the son of . for grades 9-12. Erica Papa. Table of Contents . Title Page. Table of contents. Where did the Pythagorean Theorem come from? . Pythagoras. Pythagorean Theorem equation. Can you label the triangle?. Leading to Pythagorean Triples. Three Fundamental Facts. Frequency ≠ Pitch. (middle A is often 440 Hz, but not necessarily). Any pitch class can be duplicated by multiplying the frequency by 2/1 or 1/2. Musical intervals are associated with ratios: multiply a given frequency by a given ratio, traverse a given interval in “pitch space.”. . • claim to esoteric knowledge. • self-representation as pious/arrogant. • . textual source of cult authority. • . privacy and exclusiveness sources of . suspicion. • suspicion of subversive belief/activity. Samos rebellion, 440-39 BC. Yet, the punishment resembles . apotympanismos. , crucifixion on a plank, which Athenians afflicted upon citizens guilty of . henous. crimes. By all appearances, Pericles treated the . Year 9 Mathematics. Pythagoras Theorem. Learning Intentions. To correctly label a right-angled triangle. to . understand the relationship between the sides of right angled-triangle. to . solve problems using Pythagoras’ . By Cayman, . Kord. , . Marah. Born 569 B.C., Samos, Greece. He had 2 or 3 . brothers. He died 500-475 B.C. Metapontum, . Italy. He moved around 530 B.C. To Croton, Itly. Pythagoras’s Life. He had 4 children. Whos names were: Damo, Myia, Telauges, Arignotoe.