Under what conditions can we have V²Ã= -µoJ? Prove the identity.
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Q: e −iπ/4
A: e-iπ4
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Q: distance, what would be ertainty in the size of q
A: Given: q1=3 C r=65 cm
Q: Problem 2 Prove the following: (i) " J,(1)] = -1"Jn+1(1)." %3D (ii) 2.J,(r) = J,-1(x) – Jn+1(x). %3D…
A: First three parts are solved.
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A:
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Q: Prove v'() = by using B"=ce-x") ²+cY-4)*+c2=2')°
A:
Q: 74!= "T'7- "TT=| L.L. =LL -LL, -HL,
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Q: what is the derivative dr r2
A: We know, derivative of xn = n*xn-1
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