bc is a line segment h,k r points on it such that bh=hk=kc . p is a varible point such that
1) angle bpc has the constant measure of g radians
2) triangle bpc has counter clockwise orientation
then the locus of the centroid of triangle bpc is the arc of the circle bounded by the chord hk with angle in the segment---------------------------radians
I DIDNOT UNDERSTAND ABOUT LOCUS
PLS XPLAIN IN DETAIL SIR
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THE ROOTS OF THE POLYNOMIAL ao x power n + a1 x power n-1 + -------+an
are all +ve & are denoted by ci for i=1,2,3,--------n .then the rooys of the polynomial 2
if b = (2X -3)
n n-1 2 n-2 n
ao b + 2 a1 b + 2 a2 b + ----------------- + 2 an
in terms of ci ----------------------------------------
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1999 2
the remainder when X is divided by X -1 ------------------
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