two conductors A and B of resistances 5 and 10 are first connected in series and then in parallel to a voltage of 20v in each case a) draw the circuit diagram in each case b) in which combination voltage will be same c) in which combination current will be same d) calculate the equivalent resistance for each arrangement
Answers
Answer:
WHENEVER RESISTANCE ARE IN PARALLEL THEIR VOLTAGES ARE SAME
AND WHEN THEY ARE IN SERIES THEIR CURRENT ARE
SAME...
EQUIVALENT RESISTANCE WHEN IN PARALLEL IS = 1/R [equivalent] = 1/R1 + 1/R2 + 1/R3 and so on
BUT HERE WE NEED ONLY 1/R [equivalent] = 1/R1 + 1/R2
SO NET IS 3.33333 Ω
AND IN SERIES.... ADD BOTH SIMPLY 15 Ω
Explanation:
LET ME TELL YOU A SHORT METHOD OF DOING TWO RESISTANCE PROBLEM CONNECTED IN PARALLEL IN A SHORT WAY
USE FORMULA [R1] [R2] / [R1] + [R2]
USE ONLY FOR TWO RESISTANCE CONNECTED IN PARALLEL NEVER USE THIS FORMULA FOR RESISTANCE MORE THAN TWO RESISTANCES
Answer:
Explanation:
a). In the attachment,
b). Voltage across A and B will be same in parallel connection
c). current in A and B will be same in series connection
d). ->parallel combination ,
R(p) = R1R2 / R1 + R2
R(p) = 5*10 / 5 + 10
R(p) = 50/15
R(p) = 10/3
R(p) = 3.33 W
-> series connection ,
R(s) = R1 + R2
R(s) = 5 + 10
R(s) = 15 W
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