Discover the Correct Star Radius with These Key Answers | Choose Wisely!

  • #1
wanwa
1
0
Homework Statement
A star shows periodic brightness variations indicating a transiting pair of stars. If the minimum stellar flux is 98.2 percent of the uncapped flux, what is the radius of the other star in that pair, in terms of stellar radius, assuming the other star does not radiate?
Relevant Equations
I have no idea which equations should be used, star Flux is = L / (4πR^2).

Thank you in advance for anyone trying to solve this question. If something odd/wrong with the question let me know (because the original question is on another language).
I have the key answer for this (choosing 1 answer)

A. 0,018

B. 1,134

C. 0,278

D. 0,974

E. 0,982
 
Last edited:
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  • #2
Please show some sort of effort. If you don't know where to start, try explaining what you do understand about the problem and any thoughts you might have on how to solve it.
 
  • #3
wanwa said:
star Flux is = L / (4πR^2).
Are you sure? According to https://en.wikipedia.org/wiki/Radiant_flux, it is the total power, not power per unit area. (And what is L?)
 
  • #4
haruspex said:
Are you sure? According to https://en.wikipedia.org/wiki/Radiant_flux, it is the total power, not power per unit area. (And what is L?)
The equation is fine. However, it's not really relevant here. There's very little maths needed.

The poster is new to the site, so it bears explaining that the response in post #2 was not being cheeky. That's a moderator enforcing forum guidelines on homework help: We don't spell out answers, but we can guide you to them (this is the Way ;) ).

@wanwa just describe what you think an observer would see when looking at the occultation. Or which part of the larger star is giving out light during the event. Think in terms of areas.

Also, ar the risk of potentially giving out the answer, the answer key either contains a mistake or is mistyped in the OP.
 
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What is the importance of determining the correct star radius?

Determining the correct star radius is crucial for various astronomical calculations, such as understanding a star's energy output, evolutionary stage, and overall behavior. It also helps in accurately predicting a star's lifespan and potential future changes.

How is the star radius calculated?

The star radius is typically calculated using various observational techniques, such as measuring the star's luminosity, temperature, and distance from Earth. These parameters are then used in mathematical models, such as the Stefan-Boltzmann law, to determine the star's radius.

What are the key factors that affect the accuracy of determining a star's radius?

Factors that can affect the accuracy of determining a star's radius include uncertainties in the measurements of luminosity, temperature, and distance, as well as assumptions made in the mathematical models used for calculation. It is essential to consider these factors when determining a star's radius.

Why is it important to choose wisely when determining a star's radius?

Choosing wisely when determining a star's radius ensures that accurate and reliable data is used in astronomical calculations and research. Making informed decisions based on reliable measurements and calculations is essential for advancing our understanding of stars and the universe.

What are some common misconceptions about determining a star's radius?

One common misconception is that a star's visual size in the sky directly corresponds to its radius, which is not always the case due to factors such as distance and brightness. It is important to rely on scientific methods and data to accurately determine a star's radius rather than visual observations alone.

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