Team Quanta gladly presents all short questions of Methods of Mathematical Physics – I’s Chapter#5: Complex Number.
Q.1 Drive Euler’s formula.
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Q.2 Write any five properties of complex number.
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Q.3 Prove that ∇2U=0.
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Q.4 What is Demorie’s formula.?
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Q.5 What is the difference between isolated and essential singularity point.
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Q.6 Define hyperbolic function.
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Q.7 State the Residue theorem pole of order m .
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Q.8 In which condition the function is analytical.
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Q.9 Write the three techniques for evaluation of complex integral.
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Q.10 Write Taylor’s expansion and Laurent series.
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