The equation of a straight line passing through (x1,y1) and making an angle θ with the positive direction of x – axis is
(x-x1)/cosθ = (y-y1)/sinθ=r ,
where r is the distance of the point (x,y) on the line from the point (x1,y1).
(x-x1)/cosθ = (y-y1)/sinθ=r ,
where r is the distance of the point (x,y) on the line from the point (x1,y1).
I have some problems in permutation and combination's application
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It's true but here is no proof mention.
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