i hope this question gets solved.

Task 3 4.3 [Exponential Decay] a. The formula for the instantaneous voltage across a capacitor C after a time t as it discharges is given by; vi = E.e'*'R lf, having been fully charged to voltage E = 10 V, C = 250 uF, it is allowed to discharge through a 3.3 k!) resistor, determine the values of capacitor voltage after time;t=0,t=1s,t=23etc.uptot=8s b. Plot the voltage values against time values as before on a graph. c. Draw a tangent to the curve at t = 2 3. Calculate from the slope the value of rate of change of voltage in (V/s). d. Use differential Calculus to find the gradient of the curve at t = 2 s e. Compare your values from c and d comment on the accuracy