show correct processes.

As a spaceship's speed increases, time passes more slowly for those onboard than for Earthlings. Similarly, the mass of the ship increases by the same factor. Einstein's equation for the factor of this variance in time and mass based on speed is as follows: factor = 1/sqrt(1 v2/c) where v is the ship's velocity, and c is the velocity of the speed of light (approximately 299,792,458 meters/second). The resulting factor determines how much time is reduced by and how much mass is increased by Write a program that asks the user for a floating-point number representing the percentage of the speed of light your spaceship will travel. Then print out the following information: the current weight of the spaceship. (Assume that it weighs 70,000 kg when at rest.) the length of time experienced by those onboard the ship when travelling to: Alpha Centauri (4.367 light years away) Betelguese (642.5 light years) Arrakis (309.8 light years) Andromeda (closest galaxy) (2,537,000 light years)