Question

find the area of the largest circle that can be drawn inside a square of 10cm length

Answer 1

Heya Frnd .............. ☺

The diameter of the largest circle drawn in a square = the side of the square.

Therefore,

diameter = 10cm

So,

radius = 5 cm

Now,

Ar. of ⚫ = $\pi \: {r}^{2}$

=> 22/7 × 5 × 5

=> 550/7

=> $\boxed { 78.6 {cm}^{2}}$

..........☺ ANS☺

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Answer 2

Hi!
Here's your answer>>>>>>
The largest circle to be drawn inside a square of sides 10 cm each will have the diameter 10 cm and thus radius is 5cm.
Hence, the area of this circle is>
=πr²
=22/7×5×5
=550/7
=78.571 cm²

Hope that this will help you..........
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