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Pythagorean Theorem

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1
40
40
D
Ⓒ
O
O
thagorean Theorem
Geometry Notes
explains relationship between the 3 sides of a triangle
Formula
C = √√√9² +6²
9² + b² = C²

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1
40
40
D
Ⓒ
O
O
thagorean Theorem
Geometry Notes
explains relationship between the 3 sides of a triangle
Formula
C = √√√9² +6²
9² + b² = C²

Sign up

Sign up to get unlimited access to thousands of study materials. It's free!

Access to all documents

Join milions of students

Improve your grades

By signing up you accept Terms of Service and Privacy Policy

1 40 40 D Ⓒ O O thagorean Theorem Geometry Notes explains relationship between the 3 sides of a triangle Formula C = √√√9² +6² 9² + b² = C² axa + bxb = Gxc a altitude bi base c: hypotenuse example side I altitude side 3 hypotenuse Side 2 base 1 5 h find the hypotenuse: 6 ? 9²+ b² = c² 7x7=419 + 6x6 =36 = 6² √85=√C²k 9.21 round 2 find side bi 9² + b² = c² 5²+6²=7² 7 25+ b² = 49 -25 -25 ↑ get rid of (2) decimal places √₁6³² = √24 = 4.89 decimal round z places ? 5 D h 3 get rid of find side a 9² + b² = c² 2 9² +3²= 5² 9² +91=25 -9-9 √a² =√16 = 141 9² + g = 2 2 9 $ } 9=3 O Pythagorean Theorem "Continued" Right angle Obtuse triangle and Acute triangle. h right triangle • Fortula & c²= a² + b² examples: C = 5 b = 4 C² = 25 9² + b ² 9 + 16 = 25 -right= | +60 both equal to 25 a=3 triangle 11443 obtuse triangle Formula: C²>q² tb² 0 = 6 b=4 62=36 9² +6² 9+16=25 Acute Triangle Formula C² <a² + b² 9=3 Cis greater than a²+ b² обтите triangle b=3 C = 4 19²+ b² C = 16 bis greater 9² +6² √² than 9+9=1872 -acute triangle

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Pythagorean Theorem

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Save

Geometry

 

9th/10th

Study note

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Rihanna Wallace

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Comments (1)

1
40
40
D
Ⓒ
O
O
thagorean Theorem
Geometry Notes
explains relationship between the 3 sides of a triangle
Formula
C = √√√9² +6²
9² + b² = C²
1
40
40
D
Ⓒ
O
O
thagorean Theorem
Geometry Notes
explains relationship between the 3 sides of a triangle
Formula
C = √√√9² +6²
9² + b² = C²

Notes

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1 40 40 D Ⓒ O O thagorean Theorem Geometry Notes explains relationship between the 3 sides of a triangle Formula C = √√√9² +6² 9² + b² = C² axa + bxb = Gxc a altitude bi base c: hypotenuse example side I altitude side 3 hypotenuse Side 2 base 1 5 h find the hypotenuse: 6 ? 9²+ b² = c² 7x7=419 + 6x6 =36 = 6² √85=√C²k 9.21 round 2 find side bi 9² + b² = c² 5²+6²=7² 7 25+ b² = 49 -25 -25 ↑ get rid of (2) decimal places √₁6³² = √24 = 4.89 decimal round z places ? 5 D h 3 get rid of find side a 9² + b² = c² 2 9² +3²= 5² 9² +91=25 -9-9 √a² =√16 = 141 9² + g = 2 2 9 $ } 9=3 O Pythagorean Theorem "Continued" Right angle Obtuse triangle and Acute triangle. h right triangle • Fortula & c²= a² + b² examples: C = 5 b = 4 C² = 25 9² + b ² 9 + 16 = 25 -right= | +60 both equal to 25 a=3 triangle 11443 obtuse triangle Formula: C²>q² tb² 0 = 6 b=4 62=36 9² +6² 9+16=25 Acute Triangle Formula C² <a² + b² 9=3 Cis greater than a²+ b² обтите triangle b=3 C = 4 19²+ b² C = 16 bis greater 9² +6² √² than 9+9=1872 -acute triangle

1 40 40 D Ⓒ O O thagorean Theorem Geometry Notes explains relationship between the 3 sides of a triangle Formula C = √√√9² +6² 9² + b² = C² axa + bxb = Gxc a altitude bi base c: hypotenuse example side I altitude side 3 hypotenuse Side 2 base 1 5 h find the hypotenuse: 6 ? 9²+ b² = c² 7x7=419 + 6x6 =36 = 6² √85=√C²k 9.21 round 2 find side bi 9² + b² = c² 5²+6²=7² 7 25+ b² = 49 -25 -25 ↑ get rid of (2) decimal places √₁6³² = √24 = 4.89 decimal round z places ? 5 D h 3 get rid of find side a 9² + b² = c² 2 9² +3²= 5² 9² +91=25 -9-9 √a² =√16 = 141 9² + g = 2 2 9 $ } 9=3 O Pythagorean Theorem "Continued" Right angle Obtuse triangle and Acute triangle. h right triangle • Fortula & c²= a² + b² examples: C = 5 b = 4 C² = 25 9² + b ² 9 + 16 = 25 -right= | +60 both equal to 25 a=3 triangle 11443 obtuse triangle Formula: C²>q² tb² 0 = 6 b=4 62=36 9² +6² 9+16=25 Acute Triangle Formula C² <a² + b² 9=3 Cis greater than a²+ b² обтите triangle b=3 C = 4 19²+ b² C = 16 bis greater 9² +6² √² than 9+9=1872 -acute triangle

Can't find what you're looking for? Explore other subjects.

Knowunity is the # 1 ranked education app in five European countries

Knowunity is the # 1 ranked education app in five European countries

Knowunity was a featured story by Apple and has consistently topped the app store charts within the education category in Germany, Italy, Poland, Switzerland and United Kingdom. Join Knowunity today and help millions of students around the world.

Ranked #1 Education App

Download in

Google Play

Download in

App Store

Still not sure? Look at what your fellow peers are saying...

iOS User

I love this app so much [...] I recommend Knowunity to everyone!!! I went from a C to an A with it :D

Stefan S, iOS User

The application is very simple and well designed. So far I have found what I was looking for :D

SuSSan, iOS User

Love this App ❤️, I use it basically all the time whenever I'm studying