Write a function that will take four parameters: omega , x0, phi, and a list of times; and which
outputs a list with the value of a harmonic oscillator at those times. i.e. it calculates x0cos(t+) for
all the t in the list. The following function rangef that generates a list of values between xmin and
xmax might be useful (it's the same one we just met in the def rangef (xmin,xmax,dx) : out =[]
steps = int ( round ((xxmaxxmin)/float(dx))) for step in range(steps ) : x= step*dx+xmin out.append
(x) return out def harmonic_oscillator (omega, x, phi, times): # write your code here.
“Oh GOSH! Reflecting on Hackteria's Collaborative Practices in a Global Do-It...
Write a function that will take four parameters omega x0.pdf
1. Write a function that will take four parameters: omega , x0, phi, and a list of times; and which
outputs a list with the value of a harmonic oscillator at those times. i.e. it calculates x0cos(t+) for
all the t in the list. The following function rangef that generates a list of values between xmin and
xmax might be useful (it's the same one we just met in the def rangef (xmin,xmax,dx) : out =[]
steps = int ( round ((xxmaxxmin)/float(dx))) for step in range(steps ) : x= step*dx+xmin out.append
(x) return out def harmonic_oscillator (omega, x, phi, times): # write your code here
![Write a function that will take four parameters: omega , x0, phi, and a list of times; and which
outputs a list with the value of a harmonic oscillator at those times. i.e. it calculates x0cos(t+) for
all the t in the list. The following function rangef that generates a list of values between xmin and
xmax might be useful (it's the same one we just met in the def rangef (xmin,xmax,dx) : out =[]
steps = int ( round ((xxmaxxmin)/float(dx))) for step in range(steps ) : x= step*dx+xmin out.append
(x) return out def harmonic_oscillator (omega, x, phi, times): # write your code here](https://image.slidesharecdn.com/writeafunctionthatwilltakefourparametersomegax0-230322045945-760f8066/85/Write-a-function-that-will-take-four-parameters-omega-x0-pdf-1-320.jpg)
