Question $7(1$ point$)$

When determining the space allocation for waiting lines, one can calculate an approximate line length that will not be exceeded a specified proportion of the time, allowing for effective planning and resource management.

$$ True

$$ False

Question $8(1$ point$)$

The Poisson distribution is commonly used to describe customer arrivals per unit of time in queuing theory, especially for scenarios like customer arrivals at a service point.

$$ True

False

Question $9(1$ point$)$

One of the queuing models, "Single server, constant service time," assumes a scenario where a single server processes customers at a constant service rate, and customers arrive according to a Poisson process.

$$ True

False