Problem 8: A pilot at an altitude ofh = 4700 m looks down at the ground. His eye has an aperture of D = 2.1 mm and index of refraction of n = 1.31 eye can see wavelengths up to å = 713 nm. ndomized Variables 4700 m = 2.1 mm 1.31 713 nm Part (a) Write an expression, in terms of h, D, and n, for the minimum separation d two objects on the ground can have and still be distinguishabl he wavelength 2.

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Chapter1: Units, Trigonometry. And Vectors
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Problem 8: A pilot at an altitude of h = 4700 m looks down at the ground. His eye has an aperture of D = 2.1 mm and index of refraction of n = 1.31.
His eye can see wavelengths up to i = 713 nm.
Randomized Variables
h = 4700 m
D= 2.1 mm
n = 1.31
2 = 713 nm
Part (a) Write an expression, in terms of h, D, and n, for the minimum separation d two objects on the ground can have and still be distinguishable
at the wavelength 2.
d =
7 | 8
HOME
d
D
4 56
g
h
1 | 2
3
1
1
k
+| -
END
m
P
vol BACKSPACE
DEL CLEAR
n
Submit
Hint
Feedback
I give up!
Part (b) Calculate the separation d, in meters.
Transcribed Image Text:Problem 8: A pilot at an altitude of h = 4700 m looks down at the ground. His eye has an aperture of D = 2.1 mm and index of refraction of n = 1.31. His eye can see wavelengths up to i = 713 nm. Randomized Variables h = 4700 m D= 2.1 mm n = 1.31 2 = 713 nm Part (a) Write an expression, in terms of h, D, and n, for the minimum separation d two objects on the ground can have and still be distinguishable at the wavelength 2. d = 7 | 8 HOME d D 4 56 g h 1 | 2 3 1 1 k +| - END m P vol BACKSPACE DEL CLEAR n Submit Hint Feedback I give up! Part (b) Calculate the separation d, in meters.
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