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milne thomson method for finding analytic function
if  u = y / (x² +y² ) , find the analytic funtion f(x) = u  + iv and hence find v

using f ' (z) = Ux + iVx , Use CR equation to change the U to V
change x to z , y to 0, then integrate to get f(z)
f(z) = U+iV  and z = x+iy
extract the imaginary part to get V



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short notes on straight lines with formulae of slope etc

some notes on conics

other  problems on applications of integration like area ,volume etc

problems on integration


(trig. formulae
(integration formulae)
(other math problems) (formulae on differentiation)
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