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Explorations: An Introduction to Astronomy

Thomas T. Arny, Stephen E. Schneider

Chapter 7

The Moon - all with Video Answers

Educators


Chapter Questions

04:12

Problem 1

Use data from the appendix to calculate the ratio of the Moon's mass to the Earth's, and the ratio the Moon's radius to the Earth's radius.

Donald Albin
Donald Albin
Numerade Educator
00:51

Problem 2

Mare Serenitatis has an angular diameter of 5 minutes of arc. What is its diameter in kilometers? (See section $2.1 .$

AG
Ankit Gupta
Numerade Educator
04:03

Problem 3

The crater Tycho is 88 kilometers wide. What is its angular diameter from Earth? Could you see a crater this size with the naked eye?

Daniel Alva
Daniel Alva
Numerade Educator
01:29

Problem 4

Calculate the Moon's density (see the end of section
6.1 for how to calculate density). The Moon's mass and radius can be found in the appendix. On the basis of your value for the density, what can you say about the amount of iron in the Moon? (See table 6.1 for iron's density.)

Elan Stopnitzky
Elan Stopnitzky
Numerade Educator
02:09

Problem 5

The density of Swiss cheese is about $1.1 \mathrm{g} / \mathrm{cm}^{3} .$ If the Moon were in fact made of (incompressible) cheese, what would be its mass?

Sarah Mccrumb
Sarah Mccrumb
Numerade Educator
02:04

Problem 6

The Lunar Reconnaissance Orbiter orbits the Moon 50 kilometers above its surface. Its period is about 113 minutes. Use these values to find the Moon's mass.

Banhishikha Sinha
Banhishikha Sinha
Numerade Educator
01:09

Problem 7

A laser pulse takes 2.56 seconds to travel from Earth to the Moon and return. Use this to calculate how far away the Moon is. How might this time delay affect conversations between an astronaut on the Moon and someone back on Earth?

Narayan Hari
Narayan Hari
Numerade Educator
00:52

Problem 8

Because the Earth and Moon are both rocky spheres, we can make a crude estimate of how much faster the Moon cooled than the Earth. Compute the ratio of the surface area to the volume of the Moon, and compare it to the same ratio for the Earth (formulas for surface area and volume, and values of the radii, can be found in the appendix; also review fig. 6.8 .

Chris Johnson
Chris Johnson
Numerade Educator
00:45

Problem 9

If the Earth constantly slowed down at a rate of 0.002 seconds/century, how many years ago would the Earth's day have been only 5 hours long?

Varsha Aggarwal
Varsha Aggarwal
Numerade Educator