The current through a wire depends on time as `i= i_0 + at ` where ` i_0= 4A and a = 2As^(-1)`. Find the charge crossing a section of wire in 10 seconds.

The current through a wire depends on time as I = i_(0) + alphat , where i_(0)=10 A and alpha=4 As^(-1) .Find the charge crossed through a section of the wire in 10 second

The current through a wire depends on time as I=I_(0)+alpha t , where I_(0)=10 A and alpha=4 As^(-1) . Find the charge that flows across a section of the wire in 10 seconds.

The current through a wire depernds on time as i=i_(0)+alphasin pit , where i_(0)=10A" and "alpha=pi/2 A. Find the charge crossed through a section of the wire in 3 seconds, and average current for that interval.

5.A current through a wire depends on time as i = α 0 t + β t where alpha_(0)=20A/s and beta=8As^(-2).Find the charge crossed through a " section of the wire in 15s

A current through a wire depends on time as i = alpha_0 t + beta t^2 where alpha_0 = 20 A//s and beta = 8As^(-2) . Find the charge crossed through a section of the wire in 15 s.

The current through a wire depends on time as, i=(10+4t) Here , i is ampere and t in seconds. Find the charge crossed through section in time interval between t=0 to t=10s .

(a) The amount of charge passed in time t through a cross-section of wire is q = alpha t - beta t^2 where alpha and beta are constant. (i) Find current in terms of time t . (ii) Sketch i versus t graph. (b) The current through a wire depends on time as i = 4 + 3t + 2t^2 Find the charge crossed through a section of wire in 6 sec .

The electric current through a wire varies with time as I=I_(0)+beta t ,where I_(0)=20A] and beta=3A/s The amount of electric charge crossed through a section of the wire , in 20 s is:

The current flowing through wire depends on time as, 1 = 3t^(2) + 2t + 5 The charge flowing through the cross - section of the wire in time t = 0 to t = 2 second is

The current through a wire depends on time as i=(2+3t)A . Calculate the charge crossed through a cross section of the wire in 10sec.