At a height of 6400 km above the Earth's surface, the acceleration due to gravity can be calculated using the formula ( g' = g_0 \left( \frac{R}{R + h} \right)^2 ), where ( g_0 ) is the acceleration of gravity at the Earth's surface (approximately 9.81 m/s²), ( R ) is the Earth's radius (about 6400 km), and ( h ) is the height above the surface. Substituting the values, the effective gravity at this height is approximately 2.45 m/s². This demonstrates that gravity decreases with altitude, being significantly weaker at that height compared to the surface.
On Earth's moon, it would be around 10 metres (the moon has only one sixth the gravity, but no air to create resistance).
Humans were able to jump higher on the moon due to its lower gravity compared to Earth. The moon's gravity is about one-sixth that of Earth, allowing for greater mobility and height in jumps.
Gravity acts as a force that pulls the firework downward throughout its ascent. As the firework is launched, it initially overcomes gravity due to the thrust generated by the propellant. However, as it rises, gravity gradually slows its ascent until it reaches its peak height, where the upward momentum is completely countered by gravitational force. After reaching this apex, gravity then causes the firework to fall back down, leading to its eventual explosion at the peak.
Well, honey, gravity on Mars is about 38% of that on Earth, so technically speaking, a person's height wouldn't change. However, their weight would be different due to the difference in gravity. So, in short, stand tall on Mars, but maybe pack some lighter snacks for the trip.
The farther it is from Earth, the less gravity will there be. Gravity will never completely disappear.
Does gravity affect a person's height and why?
It decreases with height.
Ep (joules) = mass * acceleration due to gravity * height So: height = Ep / (mass * acceleration due to gravity)
as we go up gravity decreases
No
Gravity
Gravity causes an object to fall from a height. Without gravity, the object would just be floating in the air.
Mass, Height, and Gravity Gravitational Potential Energy= Mass * gravity * height
always
No, acceleration due to gravity is a constant at 9.81ms-2. It cannot be influenced by other factors such as height.
The potential energy of an object at a certain height can be calculated using the formula: potential energy mass x gravity x height. This formula takes into account the mass of the object, the acceleration due to gravity, and the height at which the object is located. By plugging in the values for mass, gravity, and height, you can determine the potential energy of the object.