/*! This file is auto-generated */ .wp-block-button__link{color:#fff;background-color:#32373c;border-radius:9999px;box-shadow:none;text-decoration:none;padding:calc(.667em + 2px) calc(1.333em + 2px);font-size:1.125em}.wp-block-file__button{background:#32373c;color:#fff;text-decoration:none} Problem 28 Decide whether the statement mak... [FREE SOLUTION] | 91Ó°ÊÓ

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Decide whether the statement makes sense (or is clearly true) or does not make sense (or is clearly false). Explain clearly; not all of these have definitive answers, so your explanation is more important than your chosen answer. If a distant galaxy has a substantial redshift (as viewed from our galaxy \(),\) then anyone living in that galaxy would see a substantial redshift in a spectrum of the Milky Way Galaxy.

Short Answer

Expert verified
The statement makes sense due to the symmetrical nature of cosmic redshift.

Step by step solution

01

Understand Redshift

Redshift occurs when light from an object moves closer to the red end of the spectrum, which typically happens if the object is moving away from the observer. It is often used in astronomy to measure the speed at which an object is receding from the Earth.
02

Analyze the Statement from Our Perspective

When a distant galaxy shows a substantial redshift as viewed from our galaxy, it indicates that the galaxy is moving away from the Milky Way at a significant speed. This redshift informs us about the relative motion of that galaxy with respect to ours.
03

Consider the Perspective of the Distant Galaxy

Now, imagine an observer living in that distant galaxy. If they observe a redshift in the Milky Way, it would imply that, from their perspective, the Milky Way is moving away from them as well. Due to the laws of physics being the same in every inertial frame of reference, both galaxies should perceive the other as moving away.
04

Assess the Symmetry of Motion

The principle of the cosmological redshift is symmetrical, meaning that if we observe a distant galaxy moving away from us with a redshift, observers in that galaxy would also observe our galaxy moving away with a similar redshift. This stems from the expansion of the universe being uniform and not directional.
05

Conclusion

Considering that motion is relative and the universe's expansion affects all galaxies, the substantial redshift seen from one galaxy would also be seen from the observed galaxy unless other factors alter the observation. Thus, the statement makes sense.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Cosmological Principle
The cosmological principle is a fundamental assumption in cosmology that the universe is homogeneous and isotropic when viewed on a large scale. This means that, on average, the universe looks the same regardless of the location of the observer or the direction in which they are looking. Simply put, there are no preferred locations or directions in the universe. This principle allows scientists to make broad statements about the universe's structure and behavior.

Because of this, the idea that a galaxy, wherever located in the universe, will observe similar astronomical phenomena as we do in our galaxy follows this principle. Therefore, if we observe a substantial redshift in distant galaxies, someone in that distant galaxy may also observe a similar redshift from us, supporting the idea of a uniformly expanding universe.
Doppler Effect
The Doppler Effect is a change in frequency or wavelength of a wave with respect to an observer moving relative to the source of the wave. It is commonly observed with sound waves; for example, when a car approaches you with a siren blaring, the sound pitch becomes higher, and as it moves away, the pitch lowers.

The same principle applies to light waves. As a light source moves away from an observer, the light waves stretch, leading to a shift towards the red end of the spectrum, known as redshift. Conversely, if the light source is approaching, the waves compress, resulting in a blueshift. This shift helps astronomers determine whether an object in space is moving towards or away from the Earth.
Universal Expansion
Universal expansion refers to the observation that galaxies are moving away from each other, indicating that the universe is expanding over time. This expansion is thought to be consistent throughout the universe, supporting the big bang theory which proposes that the universe began from an extremely hot and dense state and has been expanding ever since.

This phenomenon explains why we observe redshift in light from distant galaxies; as space itself expands, the light waves traveling through space are stretched. This means an observer in any galaxy would see other galaxies moving away, leading to a consistent observation of redshift across the universe.

- **Implications of Universal Expansion:**
- The universe does not have a center; expansion occurs everywhere.
- Galaxies themselves are not expanding; rather, the space between them is.
- Observations of universal expansion provide critical evidence of the universe's origins and its possible future.
Relativistic Motion
Relativistic motion refers to movement that involves velocities close to the speed of light, causing effects predicted by Einstein's theory of relativity. These effects become significant as objects reach a substantial fraction of the speed of light.

One important concept is that time and space are relative to the observer's frame of reference. This means that observers in different reference frames may measure different times and distances between events, even if those events are the same for them both.

The impact of relativistic motion on astronomical observations, like redshift, is crucial. It ensures that the laws of physics remain consistent across different frames of reference. So, if we observe a galaxy receding at high speeds with a redshift, observers in that galaxy will similarly observe us receding with the same relative speed, reinforcing the redshift symmetry observed in the universe.

- **Key Points of Relativistic Motion:**
- The speed of light is constant and the same for all observers, regardless of their motion.
- Time slows down and length contracts for objects moving close to the speed of light.
- Observations in any inertial frame of reference follow the same physical laws, making motion and redshift apparent similarly.

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Most popular questions from this chapter

Compared to an atom as a whole, an atomic nucleus (a) is very tiny but has most of the mass. (b) is quite large and has most of the mass. (c) is very tiny and has very little mass.

Be sure to show all calculations clearly and state your final answers in complete sentences. Human Wattage. A typical adult uses about 2500 Calories of energy each day. Use this fact to calculate the typical adult's average power requirement, in watts. (Hint: 1 Calorie \(=4184\) joules.)

Be sure to show all calculations clearly and state your final answers in complete sentences. Understanding Light Bulbs. A standard (incandescent) light bulb uses a hot tungsten coil to produce a thermal radiation spectrum. The temperature of this coil is typically about \(3000 \mathrm{K}\). a. What is the wavelength of maximum intensity for a standard light bulb? Compare this to the 500 -nm wavelength of maximum intensity for the Sun. b. Overall, do you expect the light from a standard bulb to be the same as, redder than, or bluer than light from the Sun? Why? Use your answer to explain why professional photographers use a different type of film for indoor photography than for outdoor photography. c. Do standard light bulbs emit all their energy as visible light? Use your answer to explain why light bulbs are usually hot to touch. d. Fluorescent light bulbs primarily produce emission line spectra rather than thermal radiation spectra. Explain why, if the emission lines are in the visible part of the spectrum, a fluorescent bulb can emit more visible light than a standard bulb of the same wattage. e. Compact fluorescent light bulbs are designed to produce so many emission lines in the visible part of the spectrum that their light looks very similar to the light of standard bulbs. However, they are much more energy efficient: A 15-watt compact fluorescent bulb typically emits as much visible light as a standard 75 -watt bulb. Although compact fluorescent bulbs generally cost more than standard bulbs, is it possible that they could save you money? Besides initial cost and energy efficiency, what other factors must be considered?

Atomic Terminology Practice II. a. What are the atomic number and atomic mass number of a fluorine atom with 9 protons and 10 neutrons? If we could add a proton to this fluorine nucleus, would the result still be fluorine? What if we added a neutron to the fluorine nucleus? Explain. b. The most common isotope of gold has atomic number 79 and atomic mass number \(197 .\) How many protons and neutrons does the gold nucleus contain? If it is electrically neutral, how many electrons does it have? If it is triply ionized, how many electrons does it have? c. Uranium has atomic number \(92 .\) Its most common isotope is \(^{238} \mathrm{U}\), but the form used in nuclear bombs and nuclear power plants is \(^{235} \mathrm{U}\). How many neutrons are in each of these two isotopes of uranium?

What is electrical charge? Will an electron and a proton attract or repel one another? Will two electrons attract or repel one another? Explain.

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