How many different chords are determined by 8 distinct point laying on a circle?
Answers
Answered by
3
Hello buddy..
As we know each chord has 2 points on the circle
HENCE TAKING IT IN THE TERMS OF 2 WE GET
In terms of combination, you need to calculate 8C2
= 8!/(6! x 2!)
=28 chords
......................
HOPE IT HELPS YOU BUDDY
As we know each chord has 2 points on the circle
HENCE TAKING IT IN THE TERMS OF 2 WE GET
In terms of combination, you need to calculate 8C2
= 8!/(6! x 2!)
=28 chords
......................
HOPE IT HELPS YOU BUDDY
Answered by
0
4 chords, because every chords has 2 distinct points.
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