Our star won't explode, it doesn't have enough mass. It will just expand and engulf everything up to Jupiter's orbit the fade away leaving behind a white dwarf star.
But yes that comic is adorable
Our star won't explode, it doesn't have enough mass. It will just expand and engulf everything up to
After it expands and the nuclear processes hault, the expanded red giant will begin to collapse back in on itself (because the outward force from fusion will cease, rendering gravity the only relevant force) It will then begin to collapse and rebound as a nova, leaving a small white dwarf ^~^ But not a supernova <3
The expansion phase will begin in about 2 billion years, and it will be a white dwarf in about 5 billion. ^~^ It doesn't have enough Mass to become a a black hole :D
After it expands and the nuclear processes hault, the expanded red giant will begin to collapse back
It is difficult to estimate how many lasagnas one can cook in 5,000,000,000 years as it depends on various factors such as the rate at which one can cook lasagnas, the availability of ingredients, and the lifespan of the individual. However, assuming you cook one lasagna per day and live for the entire 5 billion years, you would be able to cook a total of 1.8 x 10^9 lasagnas.
It is difficult to estimate how many lasagnas one can cook in 5,000,000,000 years as it depends on v
If you were to cook one lasagna per day, you would be able to cook a total of 365 * a few decades = a few thousand lasagnas in a few decades. The exact number would depend on how many decades you are referring to.
If you were to cook one lasagna per day, you would be able to cook a total of 365 * a few decades =
It is not possible to calculate the exact number of 2 weeks in 5 billion years as the length of a week may vary. Additionally, the length of a year is not constant and can be affected by factors such as leap years and changes in the Earth's rotation. However, if we assume a standard 7 day week and 365 day year, there would be approximately 6.2 x 10^11 two week periods in 5 billion years.
It is not possible to calculate the exact number of 2 weeks in 5 billion years as the length of a we
