Question

The length of a rectangular field is 50 m and breadth is 120 m. Find the length of its diagonal.
​

Answer 1

Given :

⬤ Length of Rectangular Field = 50 m

⬤ Breadth of Rectangular Field = 120 m

To Find :

⬤ Length of Diagonal .

Formula Used :

$\sf[\:{Diagonal\:of\:Rectangle=\sqrt{{l}^{2}+{b}^{2}}\:]}$

Solution :

• Length = 50 m
• Breadth = 120 m

According to the Formula :

Diagonal = √l² + b²

√50² + 120²

√2500 + 14400

√16900

130 m

Therefore , The length of Diagonal of Rectangular Field is 130 m .

═════════════════════════

Related Formulas :

• Diagonal of Rectangle = √l² + b²
• Length of Rectangle = 2 (l + b)
• Area of Rectangle = l × b
• Length of Square = 4 × Side
• Area of Square = Side²

═════════════════════════

Answer 2

Answer:

Therefore,

length of diagonal is 130m