Find the perimeter of right triangle , whose Hypotenuse is 25cm and ba

1.	Find the perimeter of right triangle , whose Hypotenuse is 25cm and base is 24cm.
Answer» Question : Find the perimeter of right triangle , whose Hypotenuse is 25cm and base is 24cm. Answer : $\sf\purple{Given:}$ Hypotenuse is 25 cm Base is 24 cm $\sf\purple{To\:Find:}$ Perimeter of the right angled triangle = ? Explanation : To find the perimeter of the right angled triangle we need to find the measure of the third side of the triangle that is the perpendicular or opposite . By USING PYTHAGORAS THEOREM , hypo² = base² + opp² $\longrightarrow\mathbb{25² = 24² + opp² }$ $\longrightarrow\mathbb{625 = 576+ opp² }$ $\longrightarrow\mathbb{625 - 576= opp² }$ $\longrightarrow\mathbb{ opp² = 49 }$ $\longrightarrow\mathbb{ opp = √49 }$ $\longrightarrow\mathbb\pink{ opp = 7cm. }$ Perimeter of the triangle = hypotenuse + opposite + base $\longrightarrow{25 + 24 + 7}$ $\longrightarrow{49+ 7}$ $\longrightarrow\pink{<klux>56</klux> cm}$ Therefore perimeter of the triangle is 56 cm @MissOxford Please mark as brainliest

Find the perimeter of right triangle , whose Hypotenuse is 25cm and base is 24cm.

Answer»

Question :

Find the perimeter of right triangle , whose Hypotenuse is 25cm and base is 24cm.

Answer :

$\sf\purple{Given:}$

Hypotenuse is 25 cm

Base is 24 cm

$\sf\purple{To\:Find:}$

Perimeter of the right angled triangle = ?

Explanation :

To find the perimeter of the right angled triangle we need to find the measure of the third side of the triangle that is the perpendicular or opposite .

By USING PYTHAGORAS THEOREM ,

hypo² = base² + opp²

$\longrightarrow\mathbb{25² = 24² + opp² }$