Aryabhat a Indian mathematician ( AD)           

Aryabhata gave the following method for determining pi: “Add 4 to 100, multiply by 8, and add again 62,000. The result is approximate value of the circumference when the diameter is twenty thousand.” from Piece of Pi, by Naila Bokhari

           Do these calculations. from Piece of Pi, by Naila Bokhari “Add 4 to 100, multiply by 8, and add again 62,000. The result is approximate value of the circumference when the diameter is twenty thousand.” What value of pi does this determination yield?

           from Piece of Pi, by Naila Bokhari

           from Piece of Pi, by Naila Bokhari

           Aryabhata gave the following procedure for finding the area of a circle: “Half the circumference multiplied by half the diameter is the area of a circle.” from Piece of Pi, by Naila Bokhari

           Cd from Piece of Pi, by Naila Bokhari Do the calculations for circles with the following dimensions. Use for .

           Cd from Piece of Pi, by Naila Bokhari Do the calculations for circles with the following dimensions. Use for .

           Cd from Piece of Pi, by Naila Bokhari Do the calculations for circles with the following dimensions. Use for .

           How accurate is Aryabhata’s rule? Why? from Piece of Pi, by Naila Bokhari

           How accurate is Aryabhata’s rule? Why? from Piece of Pi, by Naila Bokhari