Run Forrest Run

At $10$ mph Forrest takes $6$ minutes to run a mile. So each "run a mile then rest a minute" cycle takes $7$ minutes. But once he reaches $10$ miles we don't have to count another minute of rest, so it takes him $10*7 - 1 = \boxed{69}$ minutes to run $10$ miles.

It's simple, He won't stop after the 10th mile because he would've been already arrived.

$V=\dfrac{d}{t}$ where $V=speed;d=distance,t=time$

$t=\dfrac{d}{V}+\dfrac{9}{60}=1.15hours$

or

$t=1.15~hours\left(\dfrac{60~minutes}{1~hour}\right)=69~minutes$

he doesn't need to take rest for first mile lol $LaTeX$

Since last 1 mile ,he will touch his destination so 60 minutes for 10 miles and 9 minutes for each mile stoppage total 69 ans

FROM FORMULA OF Distance = Velocity ( Time ) 10 = 10 (T - 9)/60 T = 69 Min.

Without rest he will take 1 hr. = 60 minutes. But in 10 miles there are 9 rest of 1 min. each

Total time = 60 + 9 = 69 min.

Forrest takes 60 minutes to run the whole distance without rest. But he rests 9 times. Each time he rests for one minutes So the answer is 69 minutes