I like Meb Faber, but is this right?
The biggest assumption is that the value of your time is constant and the value of extra money is only defined by value of your time?
Forget the markets for a second.
Let's say both you and your friend make $50,000 a year working a 40 hour a week job, so you both earn ~$24/hr gross.
Between rent and bills and food and whatever basic expenses, you are left with no surplus cash to save.
You decide to take on an extra job working Friday and Saturday night at the local pub. Between wages and tips, you only earn $18/hr doing this, and it's only for 8 extra hours a week. Your friend is a bit lazier and decides to do nothing.
At the end of a year, you have saved ~$7500. After 5 years, you will have saved ~$37,500. Let's say every year you invest that money conservatively and manage to earn 3% nominal returns a year for doing so.
At this point, your friend will have nothing.
You will have:
View attachment 103081
According to the above chart, it wasn't worth it, because you didn't generate enough "returns", to "break even".
is that right?
Was it worth it, to work those extra 8 hours a week, or not?