Question

In: Physics

1. A person standing on Earth drops a ball. At the same time, a person standing...


1. A person standing on Earth drops a ball. At the same time, a person standing at the bottom of a spaceship accelerating at 9.8m/s^2. In the absence of any significant field in deep space, drops a ball. What would these people observe
2. Research general relativity and problems with the theory. Identify two possible solutions to problems with general relativity and the behaviour of galaxies. Do the solutions seem plausible to you? Why or why not?

Solutions

Expert Solution

1. According to the theory of general relativity, gravity and accelerations are the same. We can't distinguish the system is in the gravitational field or is accelerating! Any experiment done in gravity is the same as done in an accelerating system.

So, the people will observe the ball falling towards the ground with a constant acceleration of 9.8 m/s2 and hitting the floor at the same time if fallen from the same height.

2. Here I discuss a few problems in general relativity.

a) Expanding universe. - General theory predicts the expansion of the universe is because of repulsive force call 'DARK ENERGY', but it fails to explain what is the origin of Dark energy.

Possible solution - Dark matter - the matter, we can not detect experimentally but exists in calculations of indirect observations(observations of different other species in the space.). This can be due to the attraction from a very large distance, so the universe is getting expanded.

b) Origin of the universe - We are unable to tell which theory of the development of the universe [ big bang theory] is right using general relativity. ( eg. big band theory, oscillatory theory, steady-state theory,etc.)

Possible solution - Big bang theory can be the possible solution as it's is the most popular theory. Still, it doesn't answer all the question, It may tell us how the universe is formed?


Related Solutions

A person standing on a bridge at a height of 115m above river drops a 0.250kg...
A person standing on a bridge at a height of 115m above river drops a 0.250kg rock. A). What is the rock's total mechanical energy at the time of release relative to the surface of the river? B). What are the rock's kinetic, potential, and total mechanical energies after it has fallen 75.0m? C). Just before the rock hits the water, What are its speed and total mechanical energy? D). Answer parts (A)-(C) for reference point (y=0) at the elevation...
A punter drops a ball from rest vertically 1 meter down onto his foot. The ball...
A punter drops a ball from rest vertically 1 meter down onto his foot. The ball leaves the foot with a speed of 27 m/s at an angle 52° above the horizontal. What is the impulse delivered by the foot? (Use 0.41 kg for the mass of the ball. Assume the punter faces the +x-direction and that the +y-direction is upward. Enter the impulse in kg · m/s and the direction in degrees counterclockwise from the +x-axis.)
How can a person be a leader and a servant at the same time? In what...
How can a person be a leader and a servant at the same time? In what ways is servant leadership like a trait? How does a person become altruistic? Is this an inborn trait or a learned behavior? How are servant leaders different from other types of leaders?
A 51.9 kg person is standing on a platform that is accelerating. If the person has...
A 51.9 kg person is standing on a platform that is accelerating. If the person has an apparent weight of 873.8 Newtons, what is the acceleration of the platform in m/s2? Assume upward is the positive direction for acceleration
A person wants to catch the bus. Standing on the side of the street, the person...
A person wants to catch the bus. Standing on the side of the street, the person sees the bus, 150 meters to the left appraoching at 24.6 m/s. The bus stop is located 50 meters to the right. Already, the bus is slowing-down at 1.45 m/s^2 so the person immediately begins jogging towards the bus stop at a constant 3.12 m/s. (a) Which one gets to the stop first, (b) how long must it wait for the other, and (c)...
Consider a standing person in the center of a large room. Approximate the person as a...
Consider a standing person in the center of a large room. Approximate the person as a vertical cylinder of 1.8 m tall and 0.4 m diameter. Average surface temperature of the person is 33°C, and the emissivity of skin surface is 0.96. (a) Calculate the radiative heat transfer from this person. Neglect heat loss from the ends of the cylinder (b) What is the wavelength λmax where the maximum amount of energy will be radiated? (c) What region (primarily) of...
1. A person is standing in a room maintained at 20 degrees of C at all...
1. A person is standing in a room maintained at 20 degrees of C at all times. The inner surfaces of the walls, floors, and the ceiling of the house are observed to be at an average temperature of 10 degrees C in winter and 25 degrees C in summer. Determine the rate of radiation heat transfer between this person and the surrounding surfaces if the exposed surface area and the average outer surface temperature of the person are 1.5...
1) While standing on a stationary skateboard, Sunita catches a heavy ball thrown to her by...
1) While standing on a stationary skateboard, Sunita catches a heavy ball thrown to her by a friend in the direction that the skateboard is pointing. What is the result of her catching the ball? A. She begins rolling at the same speed the ball had before she caught it. B. She begins rolling at a greater speed than the ball had before she caught it. C. She begins rolling at a lower speed than the ball had before she...
Consider a person standing on a bathroom scale. Draw a free body diagram for the person...
Consider a person standing on a bathroom scale. Draw a free body diagram for the person and draw one for the scale. For each force you identified on the person name the other object with which the person is interacting.
Space Probe #1 passes very close to Earth at a time that both we (on Earth)...
Space Probe #1 passes very close to Earth at a time that both we (on Earth) and the onboard computer on Probe 1 decide to call t = 0 in our respective frames. The probe moves at a constant speed of 0.5c away from Earth. When the clock aboard Probe 1 reads t = 60 sec, it sends a light signal straight back to Earth. a) At what time was the signal sent, according to the earth’s rest frame? b)...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT