HOW MANY INDEPENDENT SOLUTIONS CAN YOU FIND BY USING THE FROBENUIUS METHOD S = S2
NO SOLUTIONS

SOLVE FOR X -32345235 + 32345235.01X = 0.0099897532
X = 1

CONSIDER THE FOLLOWING ODE XY'' - XY' - Y = 0
X0 = 0 IS A REGULAR SINGULAR POINT

EVALUATE THE INTEGRAL BY USE OF THE RESIDUE THEOREM
I = 2 - PI E^-3/27(PI^2 + 4)

FIND THE INDICIAL EXPONENTS S1 AND S2 FOR THIS ODE
S1 = 1 AND S2 = 0

FIND THE GENERAL SOLUTION TO THIS ODE IN TERMS OF ELEMENTARY FUNCTIONS WHEN P =1/2
C1 SQRT(2/PIX) SINX + C2 SQRT (2/PIX) COS X

LOCATE AND CHARACTERIZE ALL SINGULARITIES OF THE INEGRAND COS Z/(4Z^2 - 9PI^2) (Z^2 + 9) IN THE COMPLEX Z PLANE
Z = + OR - 31

FIND EXPLICITLY AS A FUNCTION OF Z SO THAT F(Z) = I (X,Y) .
Z^2 + (-1 + I)Z + IK

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