JoeInRaleigh
New member
- Joined
- Jan 6, 2018
- Messages
- 1
I have a real world problem I am trying to solve and it's been some time since I've used more than the basic math. I'm looking to find out what the max limit Would be given the following criteria:
Given the above, I'm looking to see how high the max limit would be for resources retained for each request over a period of time measures in seconds
So I know at the rate above, my formula would start to look like this:
250 * (2 + 120) * x
x = seconds
, that's where I'm stuck, what comes next? I need to account for the part of the formula that would show how the total number of resources would begin to increase and or decrease after the total life of a resource expires (122 seconds). I hope this makes sense, any help is appreciated!
- An average of 250 requests per second are sent to a server
- A request lasts on average 2 seconds
- For each requests, the resources held will remain an additional 120 seconds after the request is complete
Given the above, I'm looking to see how high the max limit would be for resources retained for each request over a period of time measures in seconds
So I know at the rate above, my formula would start to look like this:
250 * (2 + 120) * x
x = seconds
, that's where I'm stuck, what comes next? I need to account for the part of the formula that would show how the total number of resources would begin to increase and or decrease after the total life of a resource expires (122 seconds). I hope this makes sense, any help is appreciated!