The same amount of potential energy again.
double
Relative or apparent motion.
It is the point at which light comes to a focus at a single point in space at a certain distance from the mirror relative to its curvature.
You can be twice as certain about your speed now.
Yes, displacement is how far are you from your original position. Therefore if you imagine walking around a circular path where you end up at the starting position, you've walked a certain distance however you havent been displaced (since your where you started).
Stretching a rubber band is like moving a brick from the floor to the table top. To get it there, you have to apply a force (to overcome gravity) for a certain distance (the height of the table). The gravitation potential energy is equal to the force times the distance.The rubber band is a little different, as the force increases the more you stretch it - but it is storing potential energy just the same. It's called elastic potential energy.
To achieve the most distance, you should set your catapult to release a projectile at 45 degrees angle relative to horizontal plane.Higher stored potential energy doesn't neccesarily mean more distance. Distance of the shot depends mainly on starting velocity, which in turn depends on rate at which catapult transfers the energy to the projectile. A limit for that depends on construction of the catapult.
Relative or apparent motion.
absolute method relative method insular method :))
velocity means the distance traveled in certain time and in a certain direction. Therefore: velocity is the result of dividing the traveled distance by time taken, and adding a direction to it.
It is the point at which light comes to a focus at a single point in space at a certain distance from the mirror relative to its curvature.
In the case of potential energy, what matters is the difference in potential energy. Any "absolute potential energy" is an arbitrary definition. If you define a certain reference height as "zero height" and therefore "zero potential energy", anything above that would have a positive potential energy (as compared to the reference height), anything lower would have a negative potential energy. In Astronomy, for conveniencen, two objects at an infinite distance are often defined as having zero potential energy - thus, by definition, anything closer by would have a negative potential energy.In the case of potential energy, what matters is the difference in potential energy. Any "absolute potential energy" is an arbitrary definition. If you define a certain reference height as "zero height" and therefore "zero potential energy", anything above that would have a positive potential energy (as compared to the reference height), anything lower would have a negative potential energy. In Astronomy, for conveniencen, two objects at an infinite distance are often defined as having zero potential energy - thus, by definition, anything closer by would have a negative potential energy.In the case of potential energy, what matters is the difference in potential energy. Any "absolute potential energy" is an arbitrary definition. If you define a certain reference height as "zero height" and therefore "zero potential energy", anything above that would have a positive potential energy (as compared to the reference height), anything lower would have a negative potential energy. In Astronomy, for conveniencen, two objects at an infinite distance are often defined as having zero potential energy - thus, by definition, anything closer by would have a negative potential energy.In the case of potential energy, what matters is the difference in potential energy. Any "absolute potential energy" is an arbitrary definition. If you define a certain reference height as "zero height" and therefore "zero potential energy", anything above that would have a positive potential energy (as compared to the reference height), anything lower would have a negative potential energy. In Astronomy, for conveniencen, two objects at an infinite distance are often defined as having zero potential energy - thus, by definition, anything closer by would have a negative potential energy.
A distant relative.
He contributed that there is a certain amount of space and gravity that keep the planets in orbit therefore the distance in math
potential difference between two points equals the Work done to get to from A to B (in Joules) divided by the charge in Coulombs of the particle that is moving from A to B. If the particle was 1.60x10^-19 Coulomb, then the EPdifference, in Volts, is about 2.5. Volts is Joules/Coulomb. Think of it in terms of regular gravitational potential energy, where the potential energy is equivalent to the amount of force done to move an object of a certain weight (think coulomb) a certain distance (force over a distance is Work in Joules).
An object has potential energy if it has been pushed into a certain position, against a certain type of force (a so-called "conservative force"). The potential energy will automatically be "released" when the object goes back to a lower-energy position (meaning, in this case, less potential energy); in that case, the potential energy will quite often be converted into kinetic energy, since the force tends to accelerate the object. One example is when an object in a high position (and which therefore has gravitational potential energy) falls down. Another example is when a spring is released.
Magnitude means relative importance or relative size or extent - such as in the magnitude of the hurricane. Relative in this case means true to a certain degree.
amplitude