How much does a celestial body need to weigh in order to have a mass of 1.9891e30 kilograms?

Answer 1

Oh, what a wonderful question! To have a mass of about 1.9891 times 10 to the power of 30 kilograms, a celestial body might need to weigh as much as the sun! That's a lot of beauty and wonder to hold in the palm of your hand! Just imagine all the light and warmth radiating out into the vast universe.

Answer 2

Oh honey, you're asking about a celestial body's weight? Bless your heart! Weight is what you feel from gravity, so the mass required for a celestial body to have that specific mass is 1.9891e30 kilograms, no need to convert. Now, don't you worry your pretty little head about the weight, focus on what truly matters – like dominating the universe... or at least knowing how much stuff makes up a planet!

Answer 3

Oh, dude, that's like the weight of the sun. You know, just your average everyday cosmic Weightlifting. So, to answer your question, that celestial body would need to weigh as much as the sun, which is like, a whole lot of kilograms.

Answer 4

To determine how much a celestial body needs to weigh in order to have a mass of 1.9891e30 kilograms, we first need to understand the concept of weight and mass in the context of celestial bodies.

The weight of an object is the force exerted on it due to gravity. On the other hand, mass refers to the amount of matter in an object. The weight of an object can vary depending on the gravitational field it is in, but its mass remains constant.

To calculate how much a celestial body needs to weigh to have a mass of 1.9891e30 kilograms, we can use the formula relating weight, mass, and gravity:

Weight = mass x gravity

The value 1.9891e30 kilograms represents the mass of the celestial body. Let's assume we are considering this body on the surface of Earth where the value of gravity is approximately 9.81 m/s^2.

Weight = 1.9891e30 kg x 9.81 m/s^2 Weight = 1.95281271e31 kg m/s^2

We can express this weight in terms of kg m/s^2 or N (Newtons) since weight is a force. Therefore, a celestial body with a mass of 1.9891e30 kilograms would need to weigh approximately 1.95281271e31 Newtons in order to have that mass on the surface of Earth.

Answer 5

A celestial body needs to weigh approximately 1.9891e30 kilograms to have a mass of 1.9891e30 kilograms.