Area of A circle
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the large cirlce has a radius of 6
the small circles are congruent
\[Area = \pi r^{2}\] just plug in the values
@Soumyadeep can you help with this one to, its what is the area of a circle in which the longest possibale chord is 6in long
This is the diameter, so radius will diameter/2
@Soumyadeep so it wil be 3
yes
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@Soumyadeep is this the same thing?
which are you want to compute?
SHaded region the inside of that small triangle @Soumyadeep
since its an equilateral triangle, the small triangle inside the big one will have sides each equal to x
so its 2
@Soumyadeep so its 2?
@Soumyadeep how do you do this? also find the area of a square inscribed in a circle of radis x
@Soumyadeep plz help this is my last question then i gtg to school
the radius is x so diameter will be 2x now \[a^{2} + b^{2} = c^{2}\] a = b because the sides of a square are equal, so \[2a^{2} = (2x)^{2}\] \[a = \sqrt{\frac{ 4x^{2} }{ 2 }}\] and Area of a square = side x side
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