One day I was traveling in an auto. The driver had started the meter at time \(t=0\) and distance \(d= 0\). When passed after a while, I had observed the reading on the meter to be \(t = 5\text{ min}\) and \(d = 6\text{ km}\) and thereon it was found that for every km I traveled, the numerical difference between the value of the distance and the time to be 1.2

What must be the average speed of the auto? (in \(\text{km/hr}\))

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