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A diffraction grating has 2000 lines per centimeter. At what angle will the first-order maximum be for 520-nm- wavelength green light?

$\theta=5.97^{\circ}$

Physics 103

Chapter 27

Wave Optics

Rutgers, The State University of New Jersey

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Lectures

02:51

In physics, wave optics is…

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Interference is a phenomen…

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A diffraction grating has …

02:08

01:14

Find the angle for the thi…

02:53

If a diffraction grating p…

01:17

01:22

How many lines per centime…

02:10

02:01

Light with a wavelength of…

A diffraction grating is 1…

What is the distance betwe…

05:11

02:38

$\bullet$ If a diffraction…

00:38

At what angle does a diffr…

05:47

A beam of light consisting…

02:24

$A 1.0$ -cm-wide diffracti…

01:08

White light is spread out …

00:49

(I) At what angle will 560…

01:36

If light with a wavelength…

03:25

02:43

Monochromatic light at 577…

the grating his 2000 lines person to meet you. So from here we can find a D, which is a working into meters which will become sentimental becomes zero point zero Wonder of the room eaters divided by 2000. This will give us the slip distance five times 10 to the power minus six reaches. Then from here we can find and they therefore the first older maximum lost order next month. Um so theta will be cool too Signed in Worse off Landau divided by D for first or the maximum Substituting the values for Linda we have here is five times dental power minus six meters divided by slipped distance. We have is five times. Sorry, this is minus Linda. So this is a 5.2 old times 10 to the power minus seven meters. This is Linda. So where is the DEA's five times sent about minus six. So simplifying we get a better will be cool too. 5197 degrees

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