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Tju [1.3M]
3 years ago
12

You are working in the movie industry. The director of a western film has come up with an impressive stunt and has asked you to

assist with its setup. A cowboy sitting on a tree limb is to drop vertically from rest onto his galloping horse as it passes under the limb. The horse gallops at a constant rate of 11.0 m/s along a straight line and the vertical distance between the limb and the level of the saddle is 3.57 m. (Define the point at which the cowboy's bottom and the saddle meet as (x, y) = (0,0).)
(a) You must advise the director as to the position of the horse along the line of its travel when the cowboy should begin his drop. What advice do you provide the director? (Give the magnitude of your answer in m.) m
(b) The director also asks you for advice on how much padding to put on the saddle so that the cowboy is not injured. (Assume the cowboy's flesh is compressed 3.0 cm against the saddle before coming to rest.)
The cowboy would avoid injury if the director adds at least 42.7 cm of padding to the saddle.
The amount of padding necessary to avoid injury would be too thick for the director to hide from the film's audience.
The cowboy would avoid injury if the director adds at least 3.0 cm of padding to the saddle.
No additional padding is necessary and the cowboy's body would withstand the landing without injury.
Physics
1 answer:
VladimirAG [237]3 years ago
5 0

what grade is this if lower than collage i can help

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What wavelength of light contains enough energy in a single photon to ionize a hydrogen atom?
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There's probably a much quicker, easier way to do it, but I don't work with this stuff every day so this is the way I have to do it:

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<em>Wavelength = 9.117 x 10⁻⁸ meter </em>

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(You have no idea how happy I am with this result.  I figured it out exactly the way I showed you, and I never peeked.  Then, AFTER I had my solution, I went to Floogle and searched to see what it really is, and whether I came out anywhere close.  I found it in the article on the "Lyman Series".  It says the wavelength of the energy released by an electron that falls in from infinity and settles in the n=1 energy level of Hydrogen is  91.175 nm !  This gives me a big hoo-hah for the day, and I'm going to bed now.)

6 0
3 years ago
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Answer:

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Answer:\vec{v_R}=\hat{i}[-329.11]+\hat{j}[516.18]

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