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Debunking ‘proofs’ of baldfaced mathematical nonsense. Through some algebraic manipulation, it appears that 1 can be proven equal to 2. All Triangles Are Isosceles. By constructing certain lines and angles in a random triangle, it seems that two sides are shown to be equal. Over the centuries, mathematics has seen its share of spurious proofs—proofs that seem to be logical at every step along the way, but reach a final conclusion that is mathematically impossible. How They Relate to Standard Proofs.

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Debunking ‘proofs’ of baldfaced mathematical nonsense. Through some algebraic manipulation, it appears that 1 can be proven equal to 2. All Triangles Are Isosceles. By constructing certain lines and angles in a random triangle, it seems that two sides are shown to be equal. Over the centuries, mathematics has seen its share of spurious proofs—proofs that seem to be logical at every step along the way, but reach a final conclusion that is mathematically impossible. How They Relate to Standard Proofs.
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4 one equals two
5 whole proof
6 step by step
7 guess the error
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Dysproof: Home | dysproof.org Reviews

https://dysproof.org

Debunking ‘proofs’ of baldfaced mathematical nonsense. Through some algebraic manipulation, it appears that 1 can be proven equal to 2. All Triangles Are Isosceles. By constructing certain lines and angles in a random triangle, it seems that two sides are shown to be equal. Over the centuries, mathematics has seen its share of spurious proofs—proofs that seem to be logical at every step along the way, but reach a final conclusion that is mathematically impossible. How They Relate to Standard Proofs.

INTERNAL PAGES

dysproof.org dysproof.org
1

Dysproof: Algebra

http://www.dysproof.org/proofs/algebra.html

Debunking ‘proofs’ of baldfaced mathematical nonsense. Through some algebraic manipulation, it appears that 1 can be proven equal to 2. All Triangles Are Isosceles. By constructing certain lines and angles in a random triangle, it seems that two sides are shown to be equal. Through some algebraic manipulation, it appears that 1 can be proven equal to 2. All Triangles Are Isosceles. By constructing certain lines and angles in a random triangle, it seems that two sides are shown to be equal.

2

Dysproof: All Triangles Isosceles

http://www.dysproof.org/proofs/geometry/allisosceles/alltrianglesareisosceles.html

Debunking ‘proofs’ of baldfaced mathematical nonsense. Through some algebraic manipulation, it appears that 1 can be proven equal to 2. All Triangles Are Isosceles. By constructing certain lines and angles in a random triangle, it seems that two sides are shown to be equal. All Triangles Are Isosceles. All Triangles Are Isosceles. 169–170 (Penguin 2008). See the whole proof. Flip through the proof step by step. Through some algebraic manipulation, it appears that 1 can be proven equal to 2.

3

Dysproof: All Triangles Are Isosceles

http://www.dysproof.org/proofs/geometry/allisosceles/alltrianglesareisosceles-form.html

Debunking ‘proofs’ of baldfaced mathematical nonsense. Through some algebraic manipulation, it appears that 1 can be proven equal to 2. All Triangles Are Isosceles. By constructing certain lines and angles in a random triangle, it seems that two sides are shown to be equal. All Triangles Are Isosceles. Jump to a specific step. Define the intersection point X. Drop perpendiculars from X. Which Step Do You Think Is the False One? Construct an arbitrary triangle ABC. Falling at one of the acute angles.

4

Dysproof: All Triangles Are Isosceles

http://www.dysproof.org/proofs/geometry/allisosceles/alltrianglesareisosceles-flip.html

Debunking ‘proofs’ of baldfaced mathematical nonsense. Through some algebraic manipulation, it appears that 1 can be proven equal to 2. All Triangles Are Isosceles. By constructing certain lines and angles in a random triangle, it seems that two sides are shown to be equal. All Triangles Are Isosceles. 1 Construct an arbitrary triangle ABC. Falling at one of the acute angles. 2 Bisect angle A. Let’s call its bisector ray r. 3 Construct the perpendicular bisector of side BC. 4 Define the point where r.

5

Dysproof: All Triangles Are Isosceles

http://www.dysproof.org/proofs/geometry/allisosceles/alltrianglesareisosceles-all.html

Debunking ‘proofs’ of baldfaced mathematical nonsense. Through some algebraic manipulation, it appears that 1 can be proven equal to 2. All Triangles Are Isosceles. By constructing certain lines and angles in a random triangle, it seems that two sides are shown to be equal. All Triangles Are Isosceles. Jump to a specific step. Define the intersection point X. Drop perpendiculars from X. Construct an arbitrary triangle ABC. Falling at one of the acute angles. Let’s call its bisector ray r. To the sides AB.

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Dysproof: Home

Debunking ‘proofs’ of baldfaced mathematical nonsense. Through some algebraic manipulation, it appears that 1 can be proven equal to 2. All Triangles Are Isosceles. By constructing certain lines and angles in a random triangle, it seems that two sides are shown to be equal. Over the centuries, mathematics has seen its share of spurious proofs—proofs that seem to be logical at every step along the way, but reach a final conclusion that is mathematically impossible. How They Relate to Standard Proofs.

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