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- Homework Statement
- In a centre-tap full wave rectifier shown in the figure, forward resistance of each diode is 50 Ω .

Solve for

i) Peak, Average, RMS value of load current

ii) Ripple factor

iii) Efficiency

- Relevant Equations
- I(avg) = (2Im/pi) , I(RMS) = Im/(root 2)

**[New poster has been reminded by the Mentors to show their work on schoolwork problems]**

I have tried many times to solve this problem, but can't understand how to get the value of

**I**and hence cannot find the Peak & other values of the load current. Please help me to solve and find the

_{m}**Peak**,

**Average**,

**RMS value**

**of load current**as well as

**ripple factor**and

**efficiency**of the centre-tap full wave rectifier.

__Note__:- The figure is attached below.

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