supernova's energy is often compared to the total energy output of the Sun over its lifetime. sing the Sun's current luminosity, calculate the total solar energy output, assuming a 1010 ear main-sequence lifetime. sing Einstein's formula E=mc² calculate the equivalent amount of mass, expressed in arth masses. [Hint: The total energy output of the Sun over its lifetime is given by its current aminosity times the number of seconds in a year times its ten billion-year lifetime; Week 5 ide 4; mass of earth = 6x1024kg; c = 3x10®m/s. Your answer should be 200-300 Earth nasses.] %3D
supernova's energy is often compared to the total energy output of the Sun over its lifetime. sing the Sun's current luminosity, calculate the total solar energy output, assuming a 1010 ear main-sequence lifetime. sing Einstein's formula E=mc² calculate the equivalent amount of mass, expressed in arth masses. [Hint: The total energy output of the Sun over its lifetime is given by its current aminosity times the number of seconds in a year times its ten billion-year lifetime; Week 5 ide 4; mass of earth = 6x1024kg; c = 3x10®m/s. Your answer should be 200-300 Earth nasses.] %3D
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![A supernova's energy is often compared to the total energy output of the Sun over its lifetime.
Using the Sun's current luminosity, calculate the total solar energy output, assuming a 1010
year main-sequence lifetime.
Using Einstein's formula E = mc? calculate the equivalent amount of mass, expressed in
Earth masses. [Hint: The total energy output of the Sun over its lifetime is given by its current
luminosity times the number of seconds in a year times its ten billion-year lifetime; Week 5
slide 4; mass of earth = 6x1024kg; c = 3x10®m/s. Your answer should be 200-300 Earth
masses.]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fda0a12cb-c131-413f-a095-9250da4446fb%2F1fc58a41-b527-4b81-88f5-10aeb7277559%2Fdv7k4wk_processed.png&w=3840&q=75)
Transcribed Image Text:A supernova's energy is often compared to the total energy output of the Sun over its lifetime.
Using the Sun's current luminosity, calculate the total solar energy output, assuming a 1010
year main-sequence lifetime.
Using Einstein's formula E = mc? calculate the equivalent amount of mass, expressed in
Earth masses. [Hint: The total energy output of the Sun over its lifetime is given by its current
luminosity times the number of seconds in a year times its ten billion-year lifetime; Week 5
slide 4; mass of earth = 6x1024kg; c = 3x10®m/s. Your answer should be 200-300 Earth
masses.]
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