3 ms·
At the scale of 1400 stories, using Little's Law as an estimation tool would become tractable. As you proceed through the stories you would have an average late
by jacques_chester 7y ago
At the scale of 1400 stories, using Little's Law as an estimation tool would become tractable. As you proceed through the stories you would have an average latency and throughput. When multiplied these give the total of all stories either in the backlog or in-flight. Then you solve for when that number reaches zero and you have a fairly decent estimate of the 50% completion time.
What you couldn't do well is say when particular stories would be completed, or what the 80%/90% etc times would be. You'd need to use something more sophisticated.
- bobm_kite9 7y agoI think I understand Little's Law, but I'm struggling to see how it works here - are you saying the backlog size would be predictable?
- jacques_chester 7y agoMore that since you know the backlog size, you can use figures on either average latency or average throughput to calculate when the backlog will be drained.