The equation for distance traveled in science depends on the context. Here are some common scenarios:

1. Constant Velocity:

* Distance (d) = Velocity (v) x Time (t)

This equation applies when an object moves at a constant speed in a straight line.

2. Uniform Acceleration:

* Distance (d) = Initial velocity (v₀) x Time (t) + 1/2 x Acceleration (a) x Time² (t²)

This equation applies when an object is accelerating at a constant rate.

3. Free Fall (neglecting air resistance):

* Distance (d) = 1/2 x Acceleration due to gravity (g) x Time² (t²)

This equation applies when an object falls freely under the influence of gravity.

Important Note: The equations above are based on the assumption of motion in a straight line. If the motion is curved or involves multiple directions, then more complex equations are needed.

Let me know if you have a specific scenario in mind and I can help you with the appropriate equation.