This question is a bit tricky because it seems to be asking about the relationship between speed and velocity, which are closely related but not quite the same thing.

Here's the breakdown:

* Speed is how fast something is moving, regardless of direction. It's a scalar quantity, meaning it only has magnitude (e.g., 25 miles per hour).

* Velocity is how fast something is moving *and* in what direction. It's a vector quantity, meaning it has both magnitude and direction (e.g., 25 miles per hour north).

So, how does speed increase with velocity?

They are inherently linked because:

* Speed is the magnitude of velocity: If you know the velocity (e.g., 25 miles per hour north), you automatically know the speed (25 miles per hour).

* If velocity changes, speed *can* change:

* Increasing speed: If velocity increases in magnitude (e.g., from 25 mph to 30 mph), speed will also increase.

* Decreasing speed: If velocity decreases in magnitude (e.g., from 25 mph to 20 mph), speed will also decrease.

* Constant speed: If velocity changes only in direction (e.g., from 25 mph north to 25 mph east), speed will remain constant.

In summary: Speed is a part of velocity. Any change in velocity *can* affect speed, but it doesn't always have to.