Assume that I=E(R+r), prove that 1/I=R/E + r/E
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Answer:
I=E/(R+r)
multiply both sides by (R+r)
(R+r)(I)=(R+r)(E)/(R+r)
(R+r) cancels on the right side
(R+r)(I)=(E)
divide both sides by I
(R+r)(I)/I=E/I
now take (R+ r ) in next side
1/ I = R/E + r/E
proved
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