I've seen several videos of people saying: "If Earth was really round, we would feel the spinning force".
I am simply amazed at the size of ignorance and stupidity coming from people using this argument as a "proof" that Earth is flat.
Let me explain why we can't feel anything from the Earth's spin.
Most people will say that: "We do not feel any of this motion because these speeds are constant". That's not the correct explanation. While the value of speed at any moment is constant, the direction of the movement is changing with every moment. Example: if you're driving a car on a circular track at a constant speed, you WILL be feeling the effects of centrifugal force, because the direction you're going in is changing at every moment.
Going by the same logic, if the Earth is spinning at a constant speed, we should be feeling a force caused by this movement. And we actually do!
The reason why we don't feel it, is because the force is so small, it's impossible to detect by a human body.
Let's take a look at the "extreme case" when someone lives on the Equator. The Earth spins at the Equator at approximately 1675 km/h, which is about 465,3 m/s. Earth's radius is 6.38*10^6 m. The value of centrifugal force depends on our mass, so let's say an average human weighs 75 kg. The centrifugal force can be calculated using a simplified equation: F = (m*v*v)/r.
F = (75*465,3*465,3)/(6,38*10^6) = 2,55 N.
How does it compare to the force of gravity that affects that person?
Fg = 9,81 * 75 = 735,75 N.
We can see that the centrifugal force at the Equator is 288 times weaker than the force of gravity. This is why we can't feel it.
If the Earth was spinning 10 times faster, the centrifugal force would be only 2,88 times weaker than the force of gravity. If that was true, we could "feel" that we weight less on the Equator than we weight near the poles.