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The origin of the Universe (a) Red giant and red shift are terms used in astronomy - Edexcel - GCSE Physics - Question 5 - 2017 - Paper 1

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The origin of the Universe (a) Red giant and red shift are terms used in astronomy. (i) Describe what is meant by red giant. (ii) Describe what is meant by red sh... show full transcript

Worked Solution & Example Answer:The origin of the Universe (a) Red giant and red shift are terms used in astronomy - Edexcel - GCSE Physics - Question 5 - 2017 - Paper 1

Step 1

Describe what is meant by red giant.

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Answer

A red giant is a phase in the evolution of a star, specifically occurring after a star has exhausted the hydrogen fuel in its core. At this stage, the star expands and cools, becoming significantly larger and redder. The process happens after the star has completed its main sequence phase, transforming into a larger body that ultimately may end up shedding its outer layers and evolving into a white dwarf.

Step 2

Describe what is meant by red shift.

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Answer

Red shift refers to the phenomenon where light from an object moving away from an observer is shifted to longer wavelengths, appearing redder than it would at rest. This effect is typically observed in distant galaxies, and it provides evidence for the expansion of the universe. The degree of red shift can be used to estimate the velocity at which a galaxy is receding from Earth.

Step 3

Use the equation to calculate the recessional speed of the galaxy.

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Answer

First, calculate the change in wavelength:

change in wavelength=478extnm434extnm=44extnm\text{change in wavelength} = 478 ext{ nm} - 434 ext{ nm} = 44 ext{ nm}

Next, find the recessional speed using the formula:

recessional speed=change in wavelengthoriginal wavelength×speed of light\text{recessional speed} = \frac{\text{change in wavelength}}{\text{original wavelength}} \times \text{speed of light}

Substituting values in:

recessional speed=44extnm434extnm×3.00×108extm/s\text{recessional speed} = \frac{44 ext{ nm}}{434 ext{ nm}} \times 3.00 \times 10^8 ext{ m/s}

Calculating gives:

recessional speed=0.1014×3.00×108extm/s=3.042×107extm/s\text{recessional speed} = 0.1014 \times 3.00 \times 10^8 ext{ m/s} = 3.042 \times 10^7 ext{ m/s}

Thus, the recessional speed of the galaxy is approximately 30,420,000 m/s.

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