`find the length of the curve y=ln(e^{x}+/e^{x}-1) from x=1 to x=2 `
Evaluate ∫0^{π/2a}asinαxdx,α>0 by using Leibniz formula.`
the tunction f(z)= (z)^{2}/z,z≠0 0,z=0 suntistes -Rieman equations at z=0 Does f (0) exist?`
Find the complete integral of xp +3yq = 2(z-x^2.q^2).
Find the complete integral of p3 +q^3 = 27z.
Find the integral surface of x(y^2+z)p-y( x^2+z)q=(x^2-y^2)z through the straight through the x+y = 0,z = 1.
Eliminate the arbitrary function from 2=xy+f(x^2+y^2) to obtain the partial differencial equation.
∮|z|=1 (z+z̄)dz
The residue at z=2 of the function 2z/(2-z)(z+2) is