High schoolers find new way to solve Pythagorean theorem
High schoolers find new way to solve Pythagorean theorem
Calcea Johnson and Ne’Kiya Jackson said they have found a way to prove the Pythagorean theorem using trigonometry without circular logic, a feat thought impossible by many scholars.
ABC News2023年3月29日
Pythagorean Theorem Proof
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One of the most popular proofs of the Pythagorean theorem uses the figure shown here. Determine the area of the figure in two ways. First, find the area of the large square, using the formula for the area of a square. Then, find its area as the sum of the areas of the smaller square and the four right triangles. Set these expressions equal to each other and simplify to obtain a^2 b^2=c^2 (THE IMAGES CANNOT COPY) | Numerade
One of the most popular proofs of the Pythagorean theorem uses the figure shown here. Determine the area of the figure in two ways. First, find the area of the large square, using the formula for the area of a square. Then, find its area as the sum of the areas of the smaller square and the four right triangles. Set these expressions equal to each other and simplify to obtain a^2 b^2=c^2 (THE IMAGES CANNOT COPY) | Numerade
numerade.com
2020年3月21日
Let’s Rename the Pythagorean Theorem
Let’s Rename the Pythagorean Theorem
mathwithbaddrawings.com
2019年4月18日
Babylonians used Pythagorean theorem 1,000 years before it was 'invented' in ancient Greece #ancienttechnology #mathematics #pythagoreantheorem #Babylonian #ancienthistory | Unsolved Mysteries & Paranormal Activities
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Babylonians used Pythagorean theorem 1,000 years before it was 'invented' in ancient Greece #ancienttechnology #mathematics #pythagoreantheorem #Babylonian #ancienthistory | Unsolved Mysteries & Paranormal Activities
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已浏览 7.4万 次2023年10月22日
Pythagorean Theorem Examples
IMPOSSIBLE PROOF Done by Two High Schoolers To Prove The Pythagorean theorem Using Trigonometry
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IMPOSSIBLE PROOF Done by Two High Schoolers To Prove The Pythagorean theorem Using Trigonometry
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已浏览 2万 次2023年8月5日
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How Do You Find the Length of a Leg of a Right Triangle? | Virtual Nerd
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