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What will be the formula for the efficiency of a link in stop and wait protocol when acknowledgements are piggybacked???

My guess is  $2*T/(2*T+2*P)$

where T=Transmission delay P=propagation delay

And frames sent by sender and reciever are of equal size

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Normal S&W
efficiency $=\frac{useful\_time}{total\_time} = \frac{T}{T+2P}$ (2P caz P time to send packet and P time to receive ACK)

with piggbacked ACK is sent along with the next data packet
so it saves the P time to receive ACK caz it overlaps with the P time required to receive data packet from the receiver

so here efficiency will be $\eta = \frac{useful\_time}{total\_time} = \frac{T}{T+P}$

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