90 coulombs of charge is passing through a conductor in 4 minutes. what is the electric current through that conductor? About the author Abigail
Given: 90 coulombs of charge is passing through a conductor in 4 minutes. To find: Current through the conductor? Calculation: Electric current is defined as the rate of flow of charges through a cross-section of the conductor. [tex] \rm \therefore \: i = \dfrac{q}{t} [/tex] [tex] \rm \implies \: i = \dfrac{90}{(4 \times 60)} [/tex] [tex] \rm \implies \: i = \dfrac{9}{24} [/tex] [tex] \rm \implies \: i = 0.375 \: ampere[/tex] So, current through the conductor is 0.375 Amp. Reply
Q = 90 C
T = 4 Mins = 4 × 60 = 240s
I = Q/T
= 90/240
= 0.375
∴ I = 0.375
Given:
90 coulombs of charge is passing through a conductor in 4 minutes.
To find:
Current through the conductor?
Calculation:
Electric current is defined as the rate of flow of charges through a cross-section of the conductor.
[tex] \rm \therefore \: i = \dfrac{q}{t} [/tex]
[tex] \rm \implies \: i = \dfrac{90}{(4 \times 60)} [/tex]
[tex] \rm \implies \: i = \dfrac{9}{24} [/tex]
[tex] \rm \implies \: i = 0.375 \: ampere[/tex]
So, current through the conductor is 0.375 Amp.