Question

. Find the diagonal of a rectangle whose length and breadth are 16.08 cm and 12.06 cm respectively.​

Answer 1

Answer:

• 20.10 cm is the required length of diagonal .

Step-by-step explanation:

According to the Question

It is given that,

• Length of Rectangle ,L = 16.08 cm
• Breadth of Rectangle ,B = 12.06 cm

we have to calculate the Length of the diagonal .

Concept:- For solving this problem we can also apply the Pythagoras Theorem here because we know that each angles in rectangle is 90° .

Let AB = 16.08 (Length)

Let BC = 12.06 (Breadth)

and ,AC will be the diagonal of the rectangle .

Now,

Using Pythagoras Theorem

• AB² + BC² = AC²

By putting the value we get

$:\implies$ (16.08)² + (12.06)² = AC²

$:\implies$ 258.5664 + 145.4436 = AC²

$:\implies$ 404.1 = AC²

$:\implies$ AC = √404.1

$:\implies$ AC = 20.10 cm

• Hence, the length of the diagonal is 20.10 cm

Answer 2

Step-by-step explanation:

given :

• Find the diagonal of a rectangle whose length and breadth are 16.08 cm and 12.06 cm respectively.

to find :

• length and breadth

solution :

• (16.08)² + (12.06)² = AC²

• 258.5664 + 145.4436 = AC²

• 404.1 = AC²

• AC = √404.1

• AC 20.10 cm

answer :

• Length and breadth = 20.10cm