Activity 1: Mass, Weight, and Gravity

Modeling Force–Mass Data in the Desmos Graphing Calculator

(0, — N) Status: disconnected
What You Will Do: Getting Ready:
Mass and weight video thumbnail
What Do You Think?
  1. Use the pull-down menu below to send the astronaut to each planet. Record the astronaut’s weight (w) for each planet in the table of the bar graph. Notice that moving is easy on some planets and much harder on others. The astronaut’s mass stays the same, but his weight changes. Why does this happen?
Weight: 170.0 lb
Astronaut
  1. When you are satisfied, click Capture Graph to copy the image to the clipboard and paste it into your worksheet for this activity.
Data Collection:
Analyzing Your Data:
  1. As mass is added to the hook, the force measured by the sensor increases. Adjust the slope (g) slider of the linear model y = gx so that the line closely fits your data points. Because no mass produces no force, the y-intercept should be zero.
  2. The slope of the model, g, represents the gravitational field strength, which determines the force due to gravity. This value changes slightly depending on location on Earth and, as you discovered in the previous simulation, is different on other planets.
Going Further:
  1. Try using this Desmos gravitational field strength graph to explore how the field strength varies with height above the Earth's surface. What would you weigh at the top of Mt. Everest?