Answer:
The best and the most correct answer among the choices provided by the question is the first choice. When he lands on Mars, his mass will be equal to 75 kilograms, but his weight might be less than when he is in Mars.
Explanation:
First of all, remember that mass is the amount of matter, which has to do with the atoms each of us carries. When we go to the bathroom or sweat a lot, we lose some of that mass, measured in grams (g). If we ingest one liter of water, we will gain one kilogram (kg).
Weight is measured in newton (N), and represents the force with which the earth attracts our mass. That is: gravity (g), measured in m / s², must enter the equation. Here on the planet's surface, it is 9.8 m / s², but can be rounded to 10 m / s². Who has a mass of 60 kg, therefore, weighs 600 N (or P = m.g = 60 x 10, where m is the body mass and g, the gravity of the planet).
To know what one's weight on Mars, simply multiply that person's mass by the gravity of Mars, which is about 3.8 m / s², according to physicist calculations. Thus, we can conclude that Will's mass on Mars will be equal to his mass on Earth, however, Will's weight on Mars will be less than his weight on Earth.
