The correct answer is 8800
The Lorentzian Cauchy is a continuous probability distribution. To take the Fourier transform of the Lorentzian Cauchy, the characteristic function of the distribution has to be determined first. Numerical methods involving the gamma function is used to produce the Fourier transform the Lorentzian Cauchy.
Answer:
probability = 0.9286
Step-by-step explanation:
given data
mean = $8.30
standard deviation = $4.70
waits parties over a weekend of work = 60
solution
when we earn at least $550 in 60 parties
so average per party will be x =
average x = 9.1667
so now we get here z value that is
...............1
put here value and we get
z =
z = 0.184404
so
P(x>9.1667) = P(z>0.184404)
use standard normal table
probability = 1 - 0.0714 = 0.9286