false
Galileo (1564-1642) was the first to determine, at the start of the seventeenth century, the law of constant acceleration of free-falling bodies. The law states that the distances traveled are proportional to the squares of the elapsed times. In other words, in equal successive periods of time, the distances traveled by a free-falling body are proportional to the succession of odd numbers (1, 3, 5, 7, etc.).
Speed = distance / time.
0.7848 meter
How about the distance travelled when you are accelerating at a constant rate? eg falling under the influence of gravity?
you need a velocity unless its a falling object you should type in the problem statement and you might get a better answer
Galileo Galilei
The kinetic energy of a falling object is directly proportional to the distance it falls.But the distance is not directly proportional to the time in fall, so the KE is not directly proportionalto the time either.
Why the velocities of falling bodies are not proportional to their weights?
Galileo (1564-1642) was the first to determine, at the start of the seventeenth century, the law of constant acceleration of free-falling bodies. The law states that the distances traveled are proportional to the squares of the elapsed times. In other words, in equal successive periods of time, the distances traveled by a free-falling body are proportional to the succession of odd numbers (1, 3, 5, 7, etc.).
Galileo dropped it from a tower in then it feel at the same rate
Galileo Galileo
Galileo
Galileo
an object free falling would continue to gain speed until met by a balanced force i.e. the ground
Sir Isaac Newton and Galileo both studied the effects of gravity on falling bodies.
he was most famous for his "law of falling bodies"
The rate at which an object falls, is independent of its mass.