Question

find the diagonals of a right angle whose length is 11 cm and breadth is 60 cm
​

Answer 1

Step-by-step explanation:

Question: find the length of a dioganal of a rectangle having sides 11 cm and 60 cm...

To find the dioganal:

We know all angles of rectangle are 90°..

Thus we will use simply the Phythagoras Theorem...

Let the lengh of the dioganal be x cm...

Then,

$x = \sqrt{11 {}^{2} + 60 {}^{2} } \\ = \sqrt{121 + 3600} \\ = \sqrt{3721} = 61cm$

Thus, the length of the dioganal is 61 cm.....

Answer 2

Hey mate,

Question, : find a length of a diogonal a dioganal of a rectangle having sides 11 cm and 60 cm...

To find the dioganal:

We know all angles of rectangle are 90°..

Thus we will use simply the Phythagoras Theorem...

Let the lengh of the dioganal be x cm...

Then,

\begin{gathered}x = \sqrt{11 {}^{2} + 60 {}^{2} } \\ = \sqrt{121 + 3600} \\ = \sqrt{3721} = 61cm\end{gathered}

x= 11 2 +60 2 = 121+3600 = 3721 =61cm

Thus, the length of the dioganal is 61 cm.....

$( Itz ❤Aakanksha❤ here! ) {}^{}$