Question

Diameter of a circle is 20 cm. Two parallel chords of lengths 16 cm and 72 cm of this
circle are drawn. Find the distance between the two chords when the two chords are :
(i) On the same side of the centre
(ii) On either side of the centre​

Answer 1

$\huge\mathcal\pink{ANSWER:-}$

I) chords on the oppo: sides

d1=vr^2-(C/2)^2

=v10^2-8^2 = 6cm

d2=v10^2-6^2 = 8cm

d1 +d2=8+6=14cm. Ans

2) chords on the same side

d2-d1=8-6=2cm. .. Ans

Answer 2

$\huge{\fcolorbox{black}{grey}{\large{\fcolorbox{white}{black}{{\fcolorbox{grey}{purple}{❤AnSwEr❤}}}}}}$

chords on the oppo: sides

d1=vr^2-(C/2)^2

=v10^2-8^2 = 6cm

d2=v10^2-6^2 = 8cm

d1 +d2=8+6=14cm.

HOPE SO IT WILL HELP....