Part 3.
Consider the first set of data you generated, you have 100 random samples of size 10
each ($C_1, C_2, \dots, C_{10}$) from uniform distribution.
Now, consider each $C_i$ ($i=1,2,\dots,10$), values in each $C_i$ are also from the uniform
distribution with the same mean. Try to verify this by performing an appropriate test
for the mean of the distribution and find CI for the true mean using each $C_i$.
($i=1,2,\dots,10$). Check whether the interval includes the mean. Note that variance
of the uniform distribution you used is known, first compute it.