*One dimensional infinite potential well - probability at a
location
An electron moving in a one- dimensional infinite square well of
width L is trapped in the n = 1 state. Compute the probability of
finding the electron within the "volume" ?x = 0.019 L at 0.55 L to
three decimal places.
Give 2 different examples of an infinite dimensional vector
space and provide an explanation in possible.
This is a review question for linear algebra and I am trying to
better understand the concept.
Thank you!
Forecasting methods studied in this class are quantitative
techniques including moving average, weighted moving average,
exponential smoothing, linear regression, and exponential smoothing
with trend component.
You are given a set of past demand data and asked to forecast
demand for the future. What would you FIRST do to decide which
demand forecasting method to use and why? Please choose one of the
forecasting methods listed above.
Of the three quantitative forecasting techniques (moving
average, weighted moving average, and exponential smoothing), which
do you think provides the most accurate forecast and why?