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musickatia [10]
3 years ago
12

The figure shows four forces exerted on a moving box, moving at a constant speed. If the box continues to move with the same spe

ed in the same direction, which statement is correct?
F1 is equal to F4 and F2 is greater than F3.
F1 is equal to F2 and F3 is greater than F4.
F3 is equal to F4 and F1 is equal to F2.
F3 is equal to F4 and F1 is less than F2.
Physics
2 answers:
34kurt3 years ago
4 0

Answer:

ryyyyyy

Explanation:

yrrr333 44 534535 grdfgsdfgsdssssd

pishuonlain [190]3 years ago
3 0
I think it’s C but I’m not sure
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Displacement is which of the following types of quantities?A. vectorB. scalarC. magnitudeD. dimensional
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Explanation:

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A very thin film of soap, of thickness 170 nm, in between air seems dark. On the other hand, when placed on top of glass some vi
torisob [31]

Answer:

λ₀ = 2 d n

Explanation:

A soap film is a layer where the lus is reflected on the surface and on the inside of the film, these two reflected rays can interfere with each other either constructively or destructively.

Let's analyze the general conditions of this interference,

* When the ray of light reaches the surface of the film it is reflected, as the index of refraction of the air is less than the index of the film, the reflected ray has a phase change of 180º

* When the ray penetrates the film, its wavelength changes due to the refractive index of the film.

          λ = λ₀ / n

where lick is the wavelength in the vacuum or air and n index of refraction of the film, in general this interference is observed perpendicular to the film, so the sine veils 1. the expression for constructive interference taking in what previous remains

         2d = (m + ½) λ

the expression for destructive interference remains

         2d = m λ

          2d = m λ₀ / n

When the film is placed on a glass plate whose index of refraction is greater than the index of refraction of the film, in the reflection in the lower part of the film another phase difference of 180º is created, for which we have a difference of total phase of 180 +180 = 360º, which is equivalent to no phase difference, therefore the two previous equations are interchanged.

Therefore where we had destructive interference now a cosntructive interference happens we can see the reflected light.

Find us the wavelength that this constructive interference creates

           2d n = m λ₀

           λ₀ = 2 d n / m

To find the minimum wavelength, suppose we observe the first interference pattern m = 1

         λ₀ = 2 d n

where d is the thickness of the film and n the index of refraction of the same

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