# 9/1/15 Mass and Weight on Different Planets

Name:__________________________ Date:______________ Core 1 2 3 4 5

## Mass and Weight on Different Planets

1.

To calculate each planet’s acceleration of gravity

Earth’s acceleration of gravity x Gravity Multiplier

2.

To calculate your mass in kilograms, 1 kg = 2.2 pounds, so mass in kilograms = ______(body mass in lbs)______ ÷ 2.2 lbs

3.

To calculate your “New” weight in kilograms =

Mass (kg) x Gravity Multiplier

4.

To calculate your “new” weight in Newtons = Mass (kg) x acceleration of gravity (m/s

2

)

5.

To calculate your “new” weight in Pounds = “new” weight (kg) x 2.2

Planet

Gravity

Multiplier

Acceleration of Gravity

(m/s

2

)

Mass

(kg)

“New

Weight”

(kg)*

New Weight

In Newtons

(N)

“New

Weight” In

Pounds

(lbs)*

Mercury

Venus

Earth

Moon

Mars

Jupiter

Saturn

Uranus

0.4

0.9

1.0

0.17

0.4

2.5

1.2

0.8

9.8

Neptune

Pluto*

1.2

0.01

Kepler-22b

Kepler- 10c

*Mass is recorded in units of grams or kilograms. Weight is recorded in units of Newtons

Name:__________________________ Date:______________ Core 1 2 3 4 5

1. Does your mass change depending on which planet you are on? Why or why not?

2. In physics sense, when a person goes on a diet, do they lose weight or mass? Explain your answer?

3. The general rule of thumb is that you will weigh ____________________ on planets larger than Earth, and weigh ____________________ on planets smaller than Earth.

4. What is a really easy way to lose weight without losing mass?

5.If scientists for some reason wanted to visit Kepler-22b, what would be some health concerns they would want to warn people about? Cite evidence from the reading article.

6. If scientists for some reason wanted to visit Kepler-10c, what would be some health concerns they would want to warn people about? Cite evidence from the reading article.

7. NASA

has a zero-gravity training plane in which astronauts and ordinary citizens can ride in to experience zero gravity or weightlessness for 20-30 seconds at a time. Use the graph below to explain why people would feel weightless.