To explain the distance measurement method by triangulation.

Question

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Answer 1

Question

Chapter 13, Problem 1QFR

To determine

To explain the distance measurement method by triangulation.

Expert Solution & Answer

Answer to Problem 1QFR

The triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Explanation of Solution

The triangulation technique is used for estimating the distance between the stars. In this method a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Figure 1 represents the constructed triangle to compute the unknown distance.

Explorations: Introduction to Astronomy, Chapter 13, Problem 1QFR

In Figure 1, the baseline length BC is taken as b, and the distance to be measured AB is taken as d.

From the above figure 1, tanθ is written as

tanθ=dbd=btanθ [2]

In Figure 1, the length of AB need to be found, with baseline length BC is known. Then the length of AB can be calculated using the length of baseline and the angle at point C (θ).

Conclusion:

Therefore, the triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

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Answer 2

Question

Chapter 13, Problem 1QFR

To determine

To explain the distance measurement method by triangulation.

Expert Solution & Answer

Answer to Problem 1QFR

The triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Explanation of Solution

The triangulation technique is used for estimating the distance between the stars. In this method a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Figure 1 represents the constructed triangle to compute the unknown distance.

Explorations: Introduction to Astronomy, Chapter 13, Problem 1QFR

In Figure 1, the baseline length BC is taken as b, and the distance to be measured AB is taken as d.

From the above figure 1, tanθ is written as

tanθ=dbd=btanθ [2]

In Figure 1, the length of AB need to be found, with baseline length BC is known. Then the length of AB can be calculated using the length of baseline and the angle at point C (θ).

Conclusion:

Therefore, the triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 3

Question

Chapter 13, Problem 1QFR

To determine

To explain the distance measurement method by triangulation.

Expert Solution & Answer

Answer to Problem 1QFR

The triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Explanation of Solution

The triangulation technique is used for estimating the distance between the stars. In this method a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Figure 1 represents the constructed triangle to compute the unknown distance.

Explorations: Introduction to Astronomy, Chapter 13, Problem 1QFR

In Figure 1, the baseline length BC is taken as b, and the distance to be measured AB is taken as d.

From the above figure 1, tanθ is written as

tanθ=dbd=btanθ [2]

In Figure 1, the length of AB need to be found, with baseline length BC is known. Then the length of AB can be calculated using the length of baseline and the angle at point C (θ).

Conclusion:

Therefore, the triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 4

Question

Chapter 13, Problem 1QFR

To determine

To explain the distance measurement method by triangulation.

Expert Solution & Answer

Answer to Problem 1QFR

The triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Explanation of Solution

The triangulation technique is used for estimating the distance between the stars. In this method a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Figure 1 represents the constructed triangle to compute the unknown distance.

Explorations: Introduction to Astronomy, Chapter 13, Problem 1QFR

In Figure 1, the baseline length BC is taken as b, and the distance to be measured AB is taken as d.

From the above figure 1, tanθ is written as

tanθ=dbd=btanθ [2]

In Figure 1, the length of AB need to be found, with baseline length BC is known. Then the length of AB can be calculated using the length of baseline and the angle at point C (θ).

Conclusion:

Therefore, the triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 5

Chapter 13, Problem 1QFR

To determine

To explain the distance measurement method by triangulation.

Expert Solution & Answer

Answer to Problem 1QFR

The triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Explanation of Solution

The triangulation technique is used for estimating the distance between the stars. In this method a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Figure 1 represents the constructed triangle to compute the unknown distance.

Explorations: Introduction to Astronomy, Chapter 13, Problem 1QFR

In Figure 1, the baseline length BC is taken as b, and the distance to be measured AB is taken as d.

From the above figure 1, tanθ is written as

tanθ=dbd=btanθ [2]

In Figure 1, the length of AB need to be found, with baseline length BC is known. Then the length of AB can be calculated using the length of baseline and the angle at point C (θ).

Conclusion:

Therefore, the triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Answer 6

Chapter 13, Problem 1QFR

To determine

To explain the distance measurement method by triangulation.

Expert Solution & Answer

Answer to Problem 1QFR

The triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Explanation of Solution

The triangulation technique is used for estimating the distance between the stars. In this method a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Figure 1 represents the constructed triangle to compute the unknown distance.

Explorations: Introduction to Astronomy, Chapter 13, Problem 1QFR

In Figure 1, the baseline length BC is taken as b, and the distance to be measured AB is taken as d.

From the above figure 1, tanθ is written as

tanθ=dbd=btanθ [2]

In Figure 1, the length of AB need to be found, with baseline length BC is known. Then the length of AB can be calculated using the length of baseline and the angle at point C (θ).

Conclusion:

Therefore, the triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Answer 7

Chapter 13, Problem 1QFR

To determine

To explain the distance measurement method by triangulation.

Answer 8

Expert Solution & Answer

Answer to Problem 1QFR

The triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

Explanation of Solution

The triangulation technique is used for estimating the distance between the stars. In this method a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Figure 1 represents the constructed triangle to compute the unknown distance.

Explorations: Introduction to Astronomy, Chapter 13, Problem 1QFR

In Figure 1, the baseline length BC is taken as b, and the distance to be measured AB is taken as d.

From the above figure 1, tanθ is written as

tanθ=dbd=btanθ [2]

In Figure 1, the length of AB need to be found, with baseline length BC is known. Then the length of AB can be calculated using the length of baseline and the angle at point C (θ).

Conclusion:

Therefore, the triangulation technique is a distance measurement method which is used to calculate the distance between the stars. In this technique a right angle triangle is constructed such that distance of one of its side is computed which cannot be measured directly.

Answer 12

Ch. 13 - Prob. 1QFR Ch. 13 - Prob. 2QFR Ch. 13 - Prob. 3QFR Ch. 13 - Prob. 4QFR Ch. 13 - Prob. 5QFR Ch. 13 - Prob. 6QFR Ch. 13 - Prob. 7QFR Ch. 13 - Prob. 8QFR Ch. 13 - Prob. 9QFR Ch. 13 - Prob. 10QFR

To explain the distance measurement method by triangulation.

Concept explainers

To explain the distance measurement method by triangulation.

Answer to Problem 1QFR

Explanation of Solution

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Chapter 13 Solutions