Given radius of circle = 10 cm There are two cases: Case I: Chords are on opposite sides of the centre as shown in the figure:
OE=√102−62=√64=8cm OF=√102−82=√36=6cm Distance between chords EF=8+6=14cm Case II: Both the chords are on the same side of centres as shown in the figure:
OE=√102−62=√64=8cm OF=√102−82=√36=6cm Distance between chords =EF=8–6=2cm