If you don't have your textbook, here's the relevant part of the instructions for Project 1:

*
Using a computational tool, define your own package of random number generators with continuous
distributions using the following methods: Box-Muller-Gauss method, exponential method, and rejection
method.
*

Instead of a package, we'll create a spreadsheet.

To get started, launch the stable, open Excel and fill a column with a list
of 1000 random numbers, using the RAND function, which takes no inputs and returns
random number between 0 and 1. (We're using 1000 as a reasonable approximation
to infinity, which is what the
Law of Large numbers
tells us we really need.) These will be your values for the *rand* variable
from the Box-Muller-Gauss method. Next to this column generate another 1000
random values between 0 and 2Π to use as the values for the *a* variable.
Then compute the values for *b* from the BMG method. (You can use the
standard parameters μ=0, σ=1.)
Next use the formula to obtain the normally-distributed values from the sine or
cosine function. Note how the random numbers can change when you enter or modify
a formula -- Excel recalculates everything "behind the scenes", which for random
numbers means regenerating them.

Now you can visually compare your Box-Muller-Gauss values to the expected normal distribution,
using a histogram.
This page shows you how to do histograms in Excel.
You may have to adjust the minimum and maximum bin boundary values to
match the range of your generated numbers. You can find this range by
using Excel's MIN and MAX functions, or by making a reasonable guess.

Next, try the Exponential Method. You can reuse your *rand* values
from the previous method, and generate a new set of data by plugging these
values into the Exponential Method formula from the lecture notes. Generate and
plot a histogram with reasonable min and max values.

Finally, use the Rejection Method to generate a bunch of normally-distributed random
values, and plot a histogram. For this method you'll have to be a bit clever:
Excel's IF function requires you to specify a value for when the condition
is not met. By choosing an appropriate value, you can filter or sort the
resulting data to keep only the meaningful values. You'll have fewer than
the 1000 values you started with, but you should still have enough for a
reasonable histogram.

Turn in your Excel spreadsheet and a brief writeup.
For your writeup, show histograms of the numbers you generated using the various
methods. If you have time, you might try creating your own random numbers by using a
linear congruential generator and dividing by the modulus. If you do this,
compare the results with the results you get from Excel's RAND function.
You might also compare your Box-Muller-Gauss results with the built-in normal
random number generator in the Data Analysis add-in.