Explanation 1) Concept: We have the equation for Rayleigh’s criterion. We also have the relation between distance between two points, the length from which we are observing those points, and small angle. We rearrange the equation to find the required answer. 2) Formula: i) θ = D L ii) θ R = 1.22 λ d 3) Given: i) L = 400 k m = 400 × 10 3 m ii) d = 5 m m = 0.005 m iii) λ = 550 n m = 550 × 10 - 9 m 4) Calculation: a) We have θ = D L We can write this as D = θ L But according to Rayleigh’s criterion, θ R = 1.22 λ d D = 1

11th Edition

ISBN: 9781119459170

Author: Halliday

Publisher: WILEY

See similar textbooks

Concept explainers

Compton effect

The incoming photons' energy must be in the range of an X-ray frequency to generate the Compton effect. The electron does not lose enough energy that reduces the wavelength of scattered photons towards the visible spectrum. As a result, with visible ligh…

Recoil Velocity

The amount of backward thrust or force experienced by a person when he/she shoots a gun in the forward direction is called recoil velocity. This phenomenon always follows the law of conservation of linear momentum.

Question

Chapter 36, Problem 22P

To determine

To find:

a) Smaller liner width on Earth’s surface that the astronaut can resolve

b) Can the astronaut resolve the Great Wall of China?

c) Would the astronaut be able to resolve any unmistakable sign of intelligent life on Earth’s surface?

Expert Solution & Answer

Want to see the full answer?

Check out a sample textbook solution

See solution

Chapter 36, Problem 21P

Chapter 36, Problem 23P

Students have asked these similar questions

Question 3 of 17 L X L L T 0.5/ In the figure above, three uniform thin rods, each of length L, form an inverted U. The vertical rods each have a mass m; the horizontal rod has a mass 3m. NOTE: Express your answer in terms of the variables given. (a) What is the x coordinate of the system's center of mass? xcom L 2 (b) What is the y coordinate of the system's center of mass? Ycom 45 L X Q Search MD bp N

Sketch the harmonic on graphing paper.

Exercise 1: (a) Using the explicit formulae derived in the lectures for the (2j+1) × (2j + 1) repre- sentation matrices Dm'm, (J/h), derive the 3 × 3 matrices corresponding to the case j = 1. (b) Verify that they satisfy the so(3) Lie algebra commutation relation: [D(Î₁/ħ), D(Î₂/h)]m'm₁ = iƊm'm² (Ĵ3/h). (c) Prove the identity 3 Dm'm,(Î²) = Σ (D(Î¡)D(Î¡))m'¡m; · i=1

Chapter 36 Solutions

FUND.OF PHYSICS(LL)-PRINT COMP-W/ACCESS

Ch. 36 - You are conducting a single-slit diffraction...Ch. 36 - In a single-slit diffraction experiment, the top...Ch. 36 - For three experiments, Fig. 36-30 gives the...Ch. 36 - For three experiments, Fig. 36-31 gives versus...Ch. 36 - Figure 36-32 shows four choices for the...Ch. 36 - Prob. 6Q Ch. 36 - At night many people see rings called entoptic...Ch. 36 - a For a given diffraction grating, does the...Ch. 36 - Figure 36-33 shows a red line and a green line of...Ch. 36 - For the situation of Question 9 and Fig. 36-33, if...

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, physics and related others by exploring similar questions and additional content below.

a) Smaller liner width on Earth’s surface that the astronaut can resolve b) Can the astronaut resolve the Great Wall of China? c) Would the astronaut be able to resolve any unmistakable sign of intelligent life on Earth’s surface?

Solution Summary: The author explains the equation for Rayleigh's criterion and the relation between distance between two points, length from which we are observing those points and small angle.

Concept explainers

To find: a) Smaller liner width on Earth’s surface that the astronaut can resolve b) Can the astronaut resolve the Great Wall of China? c) Would the astronaut be able to resolve any unmistakable sign of intelligent life on Earth’s surface?

Want to see the full answer?

Chapter 36 Solutions

To find:

a) Smaller liner width on Earth’s surface that the astronaut can resolve

b) Can the astronaut resolve the Great Wall of China?

c) Would the astronaut be able to resolve any unmistakable sign of intelligent life on Earth’s surface?