partially correct
the (angular) velocity stays the same, but the direction changes
To: partially correct
the (angular) speed stays the same, but the direction changes

@marten.aap2.0 is what you originally said

Ok but I was talking to drewski

I might have worded my original statement poorly. The velocity is constantly *changing* not constantly increasing. It can continue to accelerate while maintaining the same speed .

you cant correct someone then change what you said after being corrected

Sorry about that

But I wasn’t wrong, Chad?

marten

I’m so confused

Oh okay

Now I understand, the gear dude

Sorry, I’m slow sometimes

marten tried to correct someone but made a mistake, then went and changed wht he said

I'm still not sure why the magnitude of the velocity would not constantly increase. if i use the cannonball thought experiment.

mistakes are no problem but when changing what yo said after being replied to is no ok

assume no atmosphere, the cannonballs velocity (magnitude) would constantly increase until it hits the ground

need to think about it more

But where is the ground?

it essentially keeps missing it

That is the caveat

but it's velocity is still increasing

so it should not stop

No

there is nothing to stop it

imagine the boundary condition

where you almost get all the way around

Because the acceleration never adds tangentially

it's velocity is constantly increasing

It adds perpendicular ly

but when does it change?

again imagine the limit

For velocity to increase, it would need to add tangentially

It only adds perpendicularily

Since it is a loop

but it's in constant freefall. that's why astronots supposedly float

The acceleration downwards at one point is equal and opposite to that later

doesn't matter. it's in freefall

Net change cancels

hmm

need to think about it

Wait do you get it now?