Question

The length and breadth of a rectangle are 20 cm and 5 cm respectively. What must be the length of its diagonal (in cm)?
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Answer 1

Answer:

Therefore, the length of diagonal is 22.36cm.

The length and breadth a rectangular field are 10 cm and 20 cm.

Answer 2

${\blue{\underline{\underline{\bold{\huge{Given:-}}}}}}$

✏ Length of rectangle = 20 cm

✏ Breadth of rectangle = 5 cm

${\black{\underline{\underline{\bold{\huge{To-Find:-}}}}}}$

✏ Length of it’s diagonal.

${\blue{\underline{\underline{\bold{\huge{Solution:-}}}}}}$

As we know,

Diagonal of rectangle = √ (l^2 +b^2)

Hence,

Diagonal of rectangle = √ (20)^2 +( 5)^2

=20.62 cm

So, ☞ length of diagonal of rectangle 20.62 cm.

$\huge\mathcal\color{teal} More - Information :$

✰Area of rectangle = (l*b) sq. units

✰ Length of rectangle = ( Area /Breadth)

✰ Perimeter of rectangle = 2(l+b)

✰ Breadth of rectangle = (Area/Length)

${\huge{\mathcal{\tt{Hope \ It's \ Helpful..!!!}}}}$