I read these two posts and now I am more confused.

Do heavier objects fall faster?

Don&#39;t heavier objects actually fall faster because they exert their own gravity?

I was going to ask: if mass is an objects tendency to resist acceleration then why do two objects of different masses fall to the Earth at the same acceleration?

Then I read those posts and it seems that even though it is very small, the more massive object falls faster. Okay I understand, both objects attract each other.

If two cars of different masses collide doesn't the car with less mass accelerate more even though both cars received the same Force. Then that implies you need more force to accelerate a large mass than to accelerate a small mass. Because that is how I see it, the Moon attracts the Earth with the same Force as the Earth attracts the Moon but the Earth accelerates less due to its larger mass.

So then how is mass an object's tendency to resist acceleration? I am aware of $F_1 = F_2 = GMm/r^2$. So should we not really be able to see the difference in acceleration when dropping a massive object?


Question: What package managers do popular Unix Distributions Use?
Answer: I'll comment about the specific *BSD tools:


OpenBSD.
DragonFlyBSD and NetBSD.
FreeBSD.


Warning: the *BSD systems use the same name convention for the tools (pkg_add, pkg_info, etc) but all are completely different.