(i)[3]
Using $5\sigma = 3\mu$, determine $P(X < 2\mu)$.
(ii)[3]
For a different link between $\mu$ and $\sigma$, it is stated that $P(X < \tfrac{1}{3}\mu) = 0.8524$. Write $\mu$ in terms of $\sigma$.
Mathematics 9709 · AS & A Level · Continuous random variables
Using $5\sigma = 3\mu$, determine $P(X < 2\mu)$.
For a different link between $\mu$ and $\sigma$, it is stated that $P(X < \tfrac{1}{3}\mu) = 0.8524$. Write $\mu$ in terms of $\sigma$.