SEQUOIA CLARK I will transfer current knowledge of the Pythagorean theorem.

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PYTHAGOREAN THEOREM SEQUOIA CLARK I will transfer current knowledge of the Pythagorean theorem

description

 the different sides of the right triangle has its own name those parts are called legs there's leg A,B,and C This is A This is B This is C

Transcript of SEQUOIA CLARK I will transfer current knowledge of the Pythagorean theorem.

Page 1: SEQUOIA CLARK I will transfer current knowledge of the Pythagorean theorem.

PYTHAGOREAN THEOREM

SEQUOIA CLARK I will transfer current knowledge of the

Pythagorean theorem

Page 2: SEQUOIA CLARK I will transfer current knowledge of the Pythagorean theorem.

right triangle has a 90 degree angles and it has a right angle that’s why its called a right triangle

Right triangle

Page 3: SEQUOIA CLARK I will transfer current knowledge of the Pythagorean theorem.

the different sides of the right triangle has its own name those parts are called legs there's leg A,B,and C

NAMES OF THE RIGTH TRIANGLE

This is A

This is B

This is C

Page 4: SEQUOIA CLARK I will transfer current knowledge of the Pythagorean theorem.

when you label it here's what it should look like

WHEN YOU LABEL IT

A

B

C

Page 5: SEQUOIA CLARK I will transfer current knowledge of the Pythagorean theorem.

if you want to find the area of those sides you have to use this formula right here and this formula is called Pythagorean theorem

THE FORMuAL

A + B = C

2 2 2

Page 6: SEQUOIA CLARK I will transfer current knowledge of the Pythagorean theorem.

the Pythagorean theorem with the triangle

PYTHAGOREN WITH TIRANGLE

A

B

C

Page 7: SEQUOIA CLARK I will transfer current knowledge of the Pythagorean theorem.

for example say leg a was 5 and leg b was 7 and the missing part was c . So then you will get your formula and set up 5 +7 = c

EXAMPLE

5

7

c2 2 2

Page 8: SEQUOIA CLARK I will transfer current knowledge of the Pythagorean theorem.

5+7= cHow to solve the problem

2 2 2

25

+

49

74

Page 9: SEQUOIA CLARK I will transfer current knowledge of the Pythagorean theorem.

But wait before you find out the square root of 74 you have to take it from both sides the c square and the 74 and it equals 8.60 so c square equals 8.06

25+49

Finding the square root

74 = C 2

8.06

C = 8.06

2

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Page 11: SEQUOIA CLARK I will transfer current knowledge of the Pythagorean theorem.