If your weight is 120 pounds and your mass is 54 kilograms, how would those values change if you were on the moon? The gravitational force on the moon is 1/6 the gravitational force on Earth.
mass does not change, 54 for both
weight on earth = m g
weight on moon = m gmoon
so
weight on moon = (gmoon/g)120
= 120/6 = 20 pounds
QUESTION(S): You have decided to test the effects of five garden fertilizers by applying some of each to separate rows of radishes. Write a paragaph answering the following questions. The paragraph should show development, not just answers to the questions. What is the variable you are testing? What factors should you control? How will you measure and analyze the results?
To determine how your weight and mass would change on the moon, we can use the relationship between weight, mass, and gravitational force.
Given:
Weight on Earth = 120 pounds
Mass = 54 kilograms
Gravitational force on the moon = 1/6 the gravitational force on Earth
To find the weight on the moon, we need to multiply the weight on Earth by the ratio of the gravitational forces:
Weight on the moon = Weight on Earth × (Gravitational force on the moon / Gravitational force on Earth)
1. Convert the weight on Earth from pounds to newtons:
Weight on Earth = 120 pounds × 4.448 N/pound
Weight on Earth = 535.77 newtons
2. Calculate the weight on the moon:
Weight on the moon = 535.77 newtons × (1/6)
Weight on the moon = 89.296 newtons
Therefore, if your weight is 120 pounds on Earth, it would be approximately 89.296 newtons on the moon due to the lower gravitational force. However, your mass would remain the same, which is 54 kilograms.
To understand how the weight and mass would change on the moon, we need to first understand the relationship between weight and mass.
Weight is the force of gravity acting on an object, while mass is the amount of matter present in an object. Weight can be calculated using the equation:
Weight = Mass x Gravitational Acceleration
The gravitational acceleration on the moon is 1/6th of that on Earth, which means that the weight of an object on the moon would only be 1/6th of its weight on Earth, provided the mass remains the same.
Now let's calculate the weight on the moon using the given values:
Given: Mass on Earth = 54 kilograms
Gravitational force on the moon = 1/6 (or 1/6th)
Weight on Earth = Mass x Gravitational Acceleration
Weight on Earth = 54 kg x 9.8 m/s² (gravitational acceleration on Earth) = 529.2 Newtons
Weight on the moon = Weight on Earth x 1/6
Weight on the moon = 529.2 N x 1/6 = 88.2 Newtons
So, if your mass is 54 kilograms on Earth, your weight on the moon would be approximately 88.2 Newtons.
It's important to note that mass remains the same regardless of the gravitational force acting on an object, while weight changes with different gravitational accelerations.