Is it possible - Stefan Boltzman Law

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The discussion revolves around determining which of two stars, with temperatures of 12,000 K and 3,000 K, will die first based solely on their intensity graphs. Key relationships in stellar astrophysics indicate that higher effective temperatures correlate with greater bolometric luminosity, which in turn is related to mass. Since luminosity is directly linked to mass, the hotter star is likely more massive and will have a shorter lifespan compared to the cooler star. Therefore, the star at 12,000 K is expected to die first due to its higher mass and luminosity. Understanding these relationships is crucial for analyzing stellar lifetimes.
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I have an intensity graph versus wavelenght of the light emited by two stars.

For one of stars the curve of the graph temperature is 12000 K; for the other 3000 K.
Is it possible, only from this data, to know which star will die first?

Thanks
 
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three relationsship in basic stellar astrophysics:

1. (effective) temperature - Bolometric Luminosity

2. Lumonosity - mass

3. Mass - lifetime
 
these shold be mentioned in your coursebook =)
 
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