Today we had a meeting with supervisors from our phone group to discuss fulfillment kit requests. During the meeting, the phone group brought up that fewer of our kit requestors are asking for a particular piece of information. Boss says it’s just that requests are down overall and there’s nothing to worry about. The phone group agrees that’s part of it, but they are wondering if we’re also seeing a smaller percentage of total requestors looking for that data. Since we can’t really know without the numbers, someone runs and pulls them (which they should have done before the meeting, but that’s another story).
Historically, about 25% of requestors have wanted this information. The data for the past 3 months revealed
- 3,397 requests for kits without that information
- 13,628 requests for kits with that information
We then have the following conversation:
Me: “Wow, the percentage of requestors is down.”
Boss: “How do you know?”
Me: “Because that percentage is much lower than 25%, it’s more like 20%.”
Boss: “How do you know that?”
Me: “I’m sorry. I’m not sure what you mean.”
Boss: “I mean how do you know the numbers say that. I’m not sure that’s less than 25%.”
Me: “Are you thinking the numbers are wrong? We can double check on that.” (I didn’t say that in a sarcastic way. We’ve had bad numbers before so it’s a legitimate concern.)
Boss: “No. I saw them before and they’re correct. I’m just not sure they add up to less than 25%.”
Me: “Well, if you add them together, the total is just over 17,000 and 20% of that is 3,400. So this has got to be a bit lower.”
Boss: “Do you know that? Do you have a calculator?”
Me: “Err, no. I’ll run and get one.”
Boss: “I think you should do that. We can’t guess about things like this.”
Guess? It’s easy arithmetic to check by hand. But whatever. I get a calculator. We have this conversation:
Me: “Okay, the total requestors is 17,025. 3,397 is 19.95% of that.”
Boss: “It seems requests are lower.”
After the meeting…
Boss: “Don’t ever guess about numbers again. We can get in a lot of trouble that way. We need to be sure of these things.”
Alrighty, this woman lets you know every chance she gets that she has a Harvard MBA. You would think that means she has at least of at least some rudimentary knowlege of arithmetic. Apparently, such is not the case.
I guess I’ll be bringing a calculator with me to all meetings from now on. You know, you can’t be too careful figuring out 20% of 17,025.
