A producer and a consumer share a single CPU. The producer periodically passes data items to the consumer

using a circular buffer of $6$ slots.

The time to fill one buffer slot $=$ time to empty one buffer slot $=1$ time unit.

The producer generates a burst of $6$ items every $24$ time units.

The consumer copies $2$ items every $8$ time units.

Assuming that at time $0,$ all buffer slots are empty, determine how many slots are full after each of the first $6$ time

units.

$t=1$:$,t=4$:

$t=2$:$,t=5$:

$t=3$:$,t=6$:

Determine at what time all slots are empty again for the first time.