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delirium happy

Just keep on trying till you run out of cake

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I have a question for those of you who have worked retail and/or are no good at maths.

See, I'm good with numbers. Always have been. One of the consequences of this is that I'm really not sure what an average level of numeracy is.

When I went to the supermarket yesterday, after going through the checkout, I owed £32.74. Now, I had in my purse at this point some twenty pound notes and an absolute ass-load of coins. I could have just given the guy at the checkout two twenties, but I didn't want to do that because that would have meant getting even more change.

My first thought was just to hand over £43, and get given £10.26 in change. However, I know that this doesn't always go over too well. I've had cashiers act very, very confused when I've done that sort of thing, and I'm sure I've seen some of you people rant about having to make change for crazy mathmos.

Having contemplated various other possibilities (£42.74, £43.04, etc.) I figured that I had so much change on me, I may as well count it out and pay the exact amount. So I counted out twelve pound coins and handed them over "that's twelve pounds there", then counted out 74 pence, "and here's 74p" and finally handed over a twenty pound note.

To me, this is obvious. 12 + 0.74 + 20 = 32.74, but the guy I handed it too spent a good few seconds looking confused and totting it up in his head then apologised for having to do so. So I'm curious about two things:

1. How obvious is that sort of sum to people at large? Is it something that most people can tot up without thinking, or am I just unusually numerate?

2. Given that I didn't want to just give £40 and get a whole lot of extra change, is there any more cashier-friendly method I could have used?

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Also in the cashier's defense, people try to rip them off with 'tactics' like mixing up the money handed to them. He would have had to check what you gave him before putting it through the register, whether he's mathematically inclined or not. You may be trustworthy, but any inconsistencies in his tray at the end of the day comes out of his pay. (I think I just wrote a poem.)

That's why I hand it over bit at a time, rather than all in one go. I figure that if I hand him the £12, then he can be counting that out to make sure that it is £12 while I'm counting out the 74p, and so on. I do see your point about him needing to make doubly certain, though.

I worked in retail my entire life until this restaurant business. I've been struck by quick change artists, too, and lost $50 in about 30 seconds flat. -- In your defense, you weren't asking for change; you were giving it. Quick change artists want a 10 back from 2 5's, and then give you the 5's and ask for a 20, etc.

The amount you handed over made perfect sense to me. But some people don't understand the concept of giving too much to get an even bill back.

Also, in America, we don't have $1 coins, so it's a bit different. I imagine (and remember it) being confusing sometimes. It's so easy to lose a dollar because you thought it was another denomination coin. (Well, not too easy, but you know what I mean.) Even easier to lose a $2 coin. Ugh.

By the way, I detest math, and I'm horrible with it, but even I got that concept.

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