The operational flight time, $T$ minutes, of a specific survey drone is modeled by a normal distribution such that $\sim \text{N}(\mu, \sigma^2)$ .

It is given that the probability of a flight duration being less than 28.4 minutes is 0.92.

Determine:

$P(μ<T<28.4)P(\mu < T < 28.4)$

$\mu \mid T < 28.4)$

The operational flight time, $T$ minutes, of a specific survey drone is modeled by a normal distribution such that $\sim \text{N}(\mu, \sigma^2)$ .

It is given that the probability of a flight duration being less than 28.4 minutes is 0.92.

Determine:

$P(μ<T<28.4)P(\mu < T < 28.4)$

$\mu \mid T < 28.4)$

4.5.1 Statistical distributions (A-level only)

4.5.1 Statistical distributions (A-level only) Questions