Physics, asked by Anonymous, 10 months ago

$\huge\mathbb\blue{Question}$

The charge flowing through a conductor varies with time as ;

$q = 8t - 3t {}^{2} + 5t {}^{3}$
$\bold{Find :}$

1) Initial current .

2) The maximum and minimum current .

3) The time after which the current reaches maximum .

Anonymous: why deleting?

shariful149: I don't know

Answers

Answered by sriyasonu

$\huge\mathbb\blue{Question}$

The charge flowing through a conductor varies with time as ;

$q = 8t - 3t {}^{2} + 5t {}^{3}$

$\bold{Find :}$

1) Initial current .

2) The maximum and minimum current .

3) The time after which the current reaches maximum

Answered by shariful149

If you have doubt regarding this send me back

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Anonymous: explain your reasons

shariful149: It is because if you differentiate charge with respect to time then you will get current. That is why while the time is zero here on this case then current is found to be 8 amp.

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The charge flowing through a conductor varies with time as ; 1) Initial current .2) The maximum and minimum current .3) The time after which the current reaches maximum .​

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$\huge\mathbb\blue{Question}$

The charge flowing through a conductor varies with time as ;

$q = 8t - 3t {}^{2} + 5t {}^{3}$
$\bold{Find :}$

1) Initial current .

2) The maximum and minimum current .

3) The time after which the current reaches maximum .