Math, asked by anitajena778, 5 months ago

inscribed quarter circle area ​

Answers

Answered by mahendra15aug
1

Answer:

Here we have to find the radius of a circle that is inscribed in a quarter circle of given radius. To solve this question we will apply Pythagoras theorem i.e. (Perpendicular)2+(Base)2=(hypotenuse)2, to find the radius of the inner circle, with the help of the radius given of the quarter circle.

Answered by XxDREAMKINGxX
3

If ABC is a quarter circle and a circle is inscribed Here we have to find the radius of a circle that is inscribed in a quarter circle of given radius. To solve this question we will apply Pythagoras theorem i.e. (Perpendicular)2+(Base)2=(hypotenuse)2, to find the radius of the inner circle, with the help of the radius given of the quarter circle.

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