cateto a

cateto b

Hipotenusa c

$$\sqrt[2]{c}=\sqrt[2]{a^2-b^2}$$

$$c=\ \sqrt[2]{a^2\left(b\right)^2}$$

$$c=\ \sqrt[2]{a^2\ +b^2}$$

$$c=\sqrt[2]{a^2\ +\ b}$$

$$a\ =\ b^2\ +\ c^2$$

$$a^2=\ c^2-b^2$$

$$a^2=\ c^2\ +\ b^2$$

$$a\ =\ c\ -\ b$$

$$c^2=\ a\ +b^2\$$

$$c^2=a^2-b^2$$

$$c^2=a^2+b^2$$

$$c\ =\ a+b$$

$$c=\ \sqrt[2]{a+\sqrt[2]{b}}$$

$$c=\ \sqrt[2]{a\ +\ b}$$

$$c=\ \sqrt[2\ ]{a^2-b^2}$$

$$c=\ \sqrt[2]{a^2+b^2}$$

c = a²+ b²

a= c² + b²

b= a² + c²

a= c² - b²

21 cm

144 cm

15cm

25cm

b ² = 5² + 3²

b² = 25 + 9

b = 34 + 2

$$b\ =\ \sqrt[2]{36}$$

b = 6

b = 5² + 3²

b = 25 + 9

b = 34

b ² = 5² - 3²

b² = 25 - 9

b = 16

b ² = 5² - 3²

b² = 25 - 9

b² = 16

$$\sqrt[2]{b^2}\ =\sqrt[2]{16}$$

b= 4

17

7

13

15

12

24

6

14