We'll light years the distance that light can travel in one year. I also wrote that we were given the velocity a 0.70 C and the distance to the stars. And I say that this, it said, is 180,000 kilograms, or I write it as 1.8 times, 10 to the fifth kilograms. ![]() Is equal to gamma minus one times, um, in some s, which is the mass of the ship. Okay, so we have magnetic energy for right here is K. Okay, so we're gonna set the kinetic energy of the spacecraft equal to the rest energy of an unknown mass in the news equations 36 test 10 and 36-12 to solve for the mess. According to the astronauts, they're on board of the spaceship. ![]() And they were asked to figure out how long the trip will take. I would need to be converted to energy to accelerate the spaceship to the speed. So ask two things were first asked to, um, calculate the mass. How long the trip take according to the extra astronauts onboard. How much mass would be converted to energy? To accelerate the spaceship to this speed, assume that the acceleration is rapid, so the speed of the entire trip could be taken to be zero place 70 C and ignore decreases in total mass for calculation. To accelerate the engines of the space ship chain to accelerate the Indians of the spaceship change Mass directly to energy. The occupants would like to travel to a star that is 35 light years away at a speed of 0.70 C. Our question says that the documents have a total mass of 180,000 kilograms.
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