I plan to go camping on Labor Day weekend. At a point on the freeway, I need to decide to:
a) Continue on the freeway (~70mph), at a gradual climb and go 47 miles in 44 minutes to get to my forest road.
b)Take a 31 mile shortcut (in 50 minutes) to my forest road with speeds varying from 50mph for about 8-10 of those miles, then 15-35mph through roundabouts and tourists, then a STEEP climb (maybe 15-20mph) for a couple miles at the end.
My burb gets about 10mpg avg MAYBE 11-12 on the freeway. Whats better? 16 less miles, but through town, or all freeway for more miles?? (the six minutes isn't enough for me to factor factor in the initial decision, unless it's a tie breaker!)
I am a math teacher, so I can figure this out mathematically, but obviously there are other factors too...which would YOU do and why?
BTW, we will certainly come home through Sedona.
My routes:

a) Continue on the freeway (~70mph), at a gradual climb and go 47 miles in 44 minutes to get to my forest road.
b)Take a 31 mile shortcut (in 50 minutes) to my forest road with speeds varying from 50mph for about 8-10 of those miles, then 15-35mph through roundabouts and tourists, then a STEEP climb (maybe 15-20mph) for a couple miles at the end.
My burb gets about 10mpg avg MAYBE 11-12 on the freeway. Whats better? 16 less miles, but through town, or all freeway for more miles?? (the six minutes isn't enough for me to factor factor in the initial decision, unless it's a tie breaker!)

I am a math teacher, so I can figure this out mathematically, but obviously there are other factors too...which would YOU do and why?
BTW, we will certainly come home through Sedona.
My routes:


