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Fix error in exercise 8 chapter 6. #33

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In the equation

$$ \frac{\sqrt{n} (\bar{X_n} - \mu)}{\sigma} $$

I think $\sigma$ should be 1 instead of $0.1$.

When applying the Central Limit Theorem, we should use the std deviation of the Poisson which is 1.

I think the value of std deviation (sigma) should be 1 instead of 0.1 in the formulas above.

The X_k's are Poisson with mean and variance 1 (sigma = 1). When applying the Central Limit Theorem, the new variance std deviation is (sigma / sqrt(N)) = (1 / 10).

In the equation above we divide twice by 10. Once when we used 0.1 instead of 1, and then a second time by multiplying by sqrt(N) in the numerator.
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