Answer:
It depends on the potential energy it has ontop of the ramp. The marble has the same potential energy was the kinetic energy without changing the ramp incline or moving it. What kinetic energy shows is what potential energy made it to be, so we look at how the ramp is placed. If the ramp is a steep incline the kinetic energy will be fast. It depends on the weight of the marble too. If the marble is heavy the potential energy will slowly tansition to kinetic energy while a light marble will transition to kinetic energy fast. But marbles are light so there we have it. It basically goes from potential energy to kinetic energy to thermal energy to potential energy. Make me brainliest pls :)
Explanation:
Answer:
When the person is drunk the car travels 20.1 meters more than when the person is sober. The distance traveled by car is:
Person drunk: 28.1 m
Person sober: 8 m
Explanation:
The distance traveled can be found using the following equation:

Where:
v: is the speed = 90 km/h
t: is the time
When the person is sober, the time that takes to hit the brakes is 0.320 s, so we have:
And when the person is drunk, the time is 1.00 s, hence the distance is:
The distance traveled by the car when the person is drunk compared when the person is sober is:
Therefore, when the person is drunk the car travels 20.1 meters more than when the person is sober.
I hope it helps you!
Answer:
KE=1.366×10⁻¹⁶J or
KE=854ev
Explanation:
single slit diffraction pattern occur where sinФ=mλ/a for m=±1,±2,±3,.......
Here λ is wavelength
The spacing between successive minima is then
Δy=
Δy=λ(L/a)
as given Δy=2.10cm, L=25cm and a=0.500nm
so for λ
λ=Δy(a/L)

λ=4.2×10⁻¹¹m
The momentum of one of these electrons is then
p=h/λ

Assuming the electron is non-relativistic, its kinetic energy is

Convert joules into electronvolt we get
KE=854ev
Answer:
The Moon itself does not generate light
Explanation:
The Moon itself does not generate light; it is lit up by the Sun. As the Moon orbits the Earth, the portion of illuminated Moon that we see changes – giving rise to the phases of the Moon. Starting at the New Moon phase, the Moon appears to expand in illumination.