Each of the batteries has an E.M.F of 20 V, but the internal resistance of one is 0.042 and that of the other is 0.050. These batteries are connected in parallel, with terminals of like polarity together. When the external current is 80A, determine (a) current delivered by the battery, (b) terminal voltage of the battery, (c) value of the external resistance and (d) E.M.F and the internal resistance of a single battery which would replace these two in parallel.

Introductory Circuit Analysis (13th Edition)
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Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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  1. Each of the batteries has an E.M.F of 20 V, but the internal resistance of one is 0.04Ω and that of the other is 0.05Ω. These batteries are connected in parallel, with terminals of like polarity together. When the external current is 80A, determine (a) current delivered by the battery, (b) terminal voltage of the battery, (c) value of the external resistance and (d) E.M.F and the internal resistance of a single battery which would replace these two in parallel.
4. Each of the batteries has an E.M.F of 20 V, but the internal resistance of
one is 0.042 and that of the other is 0.052. These batteries are connected
in parallel, with terminals of like polarity together. When the external
current is 80A, determine (a) current delivered by the battery, (b) terminal
voltage of the battery, (c) value of the external resistance and (d) E.M.F
and the internal resistance of a single battery which would replace these
two in parallel.
Transcribed Image Text:4. Each of the batteries has an E.M.F of 20 V, but the internal resistance of one is 0.042 and that of the other is 0.052. These batteries are connected in parallel, with terminals of like polarity together. When the external current is 80A, determine (a) current delivered by the battery, (b) terminal voltage of the battery, (c) value of the external resistance and (d) E.M.F and the internal resistance of a single battery which would replace these two in parallel.
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