Arc and Chord

Svalpachaapaacchaghanashashta bhaagatho

vistaraardhakruthir- bhaktha varjitham

sishtachaapamihasinjanee bhaveth thadyuth

oalpaka gunoasakruthdhanu:

  The chord of an arc of a circle is obtained from the result of the cube of the length of the arc divided by six times the cube of radius and subtracted from the arc. This can be mathematically presented as follows: Chord (R Sine ) = s – (s3 / 6r3). Here length of the arc s is in angular dimensions, r is the radius and  is the angle of the arc.]]>