Hi can any 1 tell me how to solve thisQ) what is the number of circles that can be drawn using 10 points of which 7 are collinear?
ANS. 10C3 - 7C3
could you please explian the problem in detail,,...
ok i help u
ans is here 7c1*3c2 + 7c2*3c1
so total=84
menas , in first case taken 1 point from 7 collinear point and 2 point from 3 non-collinear point
in second case taken 2 point from 7 collinear point and 1 point from 3 non-collinear point
but out of 3 non-collinear also make 1 more triangle
so total 85
I hope now u can understand
Little Star
n/a
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ANS. 10C3 - 7C3
could you please explian the problem in detail,,...
could you please explian the problem in detail,,...
ok
i help u
ans is here 7c1*3c2 + 7c2*3c1
so total=84
menas , in first case taken 1 point from 7 collinear point and 2 point from 3 non-collinear point
in second case taken 2 point from 7 collinear point and 1 point from 3 non-collinear point
but out of 3 non-collinear also make 1 more triangle
so total 85
I hope now u can understand
Little Star
n/a
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