Use a Sobol' sequence to generate 1,000 quasirandom numbers from the triangular distribution, as in Exercise 3.17a. (A Sobol' generator is in the \(\mathrm{R}\) package randtoolbox.)

Produce a histogram and compute some summary statistics. Can you tell any differences in the pseudorandom numbers of the other exercise?

Data From Exercise 3.17a:

(a) Generate 1,000 random numbers from the triangular distribution. (The PDF is given in equation (3.28).) Produce a histogram and compute some summary statistics.

\(f_X(x)= \begin{cases}1-|x| & \text { for }-1