Minimum speed, often referred to as escape velocity, is the speed an object needs to escape the gravitational pull of a massive body without any additional propulsion. For Earth, this value is around 11.2 km/s or 40,320 km/h.
To understand escape velocity better, imagine throwing a ball into the air. If thrown too slowly, it will eventually fall back to the ground. If thrown at escape velocity, it would continue upward indefinitely, overcoming the gravitational pull of the Earth.
Here’s why it's important:
- If an object attains at least this speed, it can leave Earth's atmosphere and enter space.
- A lower speed means the object will be pulled back to the Earth's surface.
- The higher the escape velocity, the harder it is to leave the gravitational influence of the body.
All objects in the given exercise travel at 41,000 km/h, which is slightly above Earth's escape velocity. This means each of them—whether a tennis ball, bear, car, or airplane—has the minimum speed required to overcome Earth's gravity and escape into space.