how to find circumcenterof a triangle
Answer :
We know " The point where the perpendicular bisectors of sides of a triangle meet is called the Circumcenter. It lies inside for an acute triangle , outside for an obtuse triangle and at the center of the hypotenuse for the right triangle. "
So , If we have a triangle ABC and wants to find circumcenter , we follow these steps :
Step 1 : Take radius more than half of AC and take center " A " draw two arc on both side of line AC . And with same radius take center " C " draw two arc on both side of line AC . Both arc intersect at " E " and " F "
Step 2: Join EF .
Step 3 : Take radius more than half of BC and take center " B " draw two arc on both side of line BC . And with same radius take center " C " draw two arc on both side of line BC . Both arc intersect at " G " and " H "
Step 4: Join GH .
Where line EF and GH intersect that is called circumcenter " O " , here OA = OB = OC = radius of that circumcircle .
We know " The point where the perpendicular bisectors of sides of a triangle meet is called the Circumcenter. It lies inside for an acute triangle , outside for an obtuse triangle and at the center of the hypotenuse for the right triangle. "
So , If we have a triangle ABC and wants to find circumcenter , we follow these steps :
Step 1 : Take radius more than half of AC and take center " A " draw two arc on both side of line AC . And with same radius take center " C " draw two arc on both side of line AC . Both arc intersect at " E " and " F "
Step 2: Join EF .
Step 3 : Take radius more than half of BC and take center " B " draw two arc on both side of line BC . And with same radius take center " C " draw two arc on both side of line BC . Both arc intersect at " G " and " H "
Step 4: Join GH .
Where line EF and GH intersect that is called circumcenter " O " , here OA = OB = OC = radius of that circumcircle .