Suggested: prove that u=x2-y2 is harmonic and find f(z) - determine the analytic function f(z)=u+iv given that 3u+2v=y^2-x^2+16xy - if r^2=x^2+y^2+z^2 and u=r^m then prove that - find du/dt if u=x2+y2 x=acost y=bsint - 2_m_a_y_u_r_2 - 2 on x me and u - 2 on x me and you - (a+2)(a-2) - a^2+u+y^2 Browse related:
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