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In a magnetic field of 0.05T, area of a ...

In a magnetic field of `0.05T`, area of a coil changes from `101 cm^(2)` to `100 cm^(2)` without changing the resistance which is `2Omega`. The amount of charge that flow during this period is

A

`2.5xx10^(-6) C`

B

`2xx10^(-6) C`

C

`10^(-6)C`

D

`8xx10^(-6)C`

Text Solution

Verified by Experts

The correct Answer is:
a

`B=0.5T , A_(1)=101 cm^(2) =101xx10^(-4) m^(2)`
`A_(2)=100 cm^(2)=100xx10^(-4) m^(2)`
`R=2 Omega`
Amount of charge flowing is
`q=(BDeltaA)/R=(0.50xx(101xx10^(-4)-100xx10^(-4)))/2`
`=(0.05xx1xx10^(-4))/2=2.5xx10^(-6) C`
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