## How To Find The Area of a circle drawn inside a squareSo far at this site you have learned Going in this direction, the first type of problems can be on Today’s presentation is to explore finding the area of a circle drawn inside a square with known side length. Below is the step by step explanation to approach such type of problems. Follow these steps whenever you have to find the area of a circle inscribed in a square. Must read the whole presentation to get perfect on the topic. ## The steps to find the area of a circle inscribed inside a square of given length:- Write down the side length of the square.
- The side length of the square is also equal to the diameter of the circle, hence write the diameter of the circle equal to the side length of the square.
- Half the diameter is radius, so divide the side length by 2 to get the radius “r” of the circle.
- Once you know the radius of the circle, find its area using formula for area of a circle .
Now let's apply the above information on a concrete example on this topic. Look at the diagram given below, asking to find the circle area inside a square of a side length of 12 inches.
So let's apply these steps to find the area of the circle given in the above problem
## Finding the area between the circle and the square:But there is another question in the given problem asking us to find the area between the circle and the square boundaries (this is the green shaded area in the diagram). To do this; follow the given steps below: - Find the area of the square by squaring its sides (side x side).
- Take away the area of the circle calculated above from area of the square to find the area between the circle and square.
So, let's find the shaded area between the circle and square boundaries.
Finally we wrap up the topic of Now apply this knowledge in your math learning related to area of a circle geometry. Thanks for visiting our site. |

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