Period of a monocromatic light?

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The period of monochromatic light with a wavelength of 660nm is calculated using the formula T = 1/f, where f is the frequency. To find the frequency, the equation v = fλ is used, with λ being the wavelength. The correct approach involves first calculating the frequency from the wavelength before determining the period. The Greek letter lambda (λ) represents wavelength in this context. Understanding these relationships is essential for solving problems related to light waves.
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Homework Statement



What is the period of a monochromatic light with a wavelength of 660nm?
f=660nm

Homework Equations



T= 1/f (I think?)

The Attempt at a Solution



T = 1/660nm
The period of this monochromatic light is 0.00152 waves/nm.
Firstly, I don't know for sure that the variable T is equal to period, as this is review of last years stuff I've forgotten. Also, just to ask a quick question in this thread for my next question so I don't have to post it here, in the formula v = f& (the & is actually a weird greek symbol), what does the & stand for?
 
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T=1/f is correct, but f here stands for frequency. In your question, the wavelength is 660nm, not the frequency. First, you need to use the equation v=f\lambda to calculate the frequency, then use the formula for time period. The "weird greek symbol" is the greek letter lambda and stands for wavelength.
 
Thanks a lot for the help.
 
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