BSc IT Sem II 2017 2018 2018 APPLIED MATHS II Question Paper - Mumbai University | munotes

Questions asked in this paper

1. Q2 Solve any two
   • b.Evaluate
   • d. Prove that i) Prove that erfc (-x) + erfc(x)
   • ii)Prove that
2. Q3 Solve any two aProve that L[1] sin2t]
   • b. Solve by using convolution formula If F(s)=—
   • c. Find the Periodic Fuction with period T. If f(t)
3. Q4 Solve any two Fourier series for f(x Show that expansion of f(x) in F.S. f(x) , 1] x
   • c. Find Fourier series of forier series or function for f(x) xs Find the Parabolidof revolution y2 la
4. Q6 Solve any two )(z+2)(z+4) ole and showt a the imag under the mapping
   • d. Evaluate 2(x? + 3y + 2) dxdy
   • e. Find the Fourier series for f(x) =x State and prove Residue theorem

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