Huh. Interesting topic!  When I lived in an area where tax was ~7-8%,
people used the heuristic of "doubling the tax" and adjusting from
there.  I calculate 10%, double it, and go from there.  As an aside,
my experience over the past ~5 years is that 15% is a minimum and
closer to 20% is more typical.  Is that just the 25-35 set I spend
time with?

Patrick

**********************
Patrick O. Dolan
Assistant Professor
Department of Psychology
Drew University
Madison, NJ  07940
973-408-3558
[EMAIL PROTECTED]
**********************
----- Original Message -----
From: "Paul Smith" <[EMAIL PROTECTED]>
To: "Teaching in the Psychological Sciences"
<[EMAIL PROTECTED]>
Sent: Friday, August 08, 2003 10:39 AM
Subject: Tips on Tipping


> As I think the original request was for common behaviors that can be
related
> to psychological topics, I think the question of how one figures a
standard
> tip is also interesting. I see people using little "tip tables" that
give
> 15% of various amounts in table form, but without such a table, how
one
> represents the problem can make a big difference in problem
difficulty.
> We're taught to figure things like this by multiplying the total
bill by
> .15, and we're taught to do problems like that using a complicated
> algorithm* that amounts to manipulation of symbols. That algorithm
is too
> complicated for most of us to do mentally, without at least writing
down
> intermediate answers, something which is often not possible when
figuring a
> tip (due to lack of pencil and paper).
>
> But there are other ways to figure 15% besides that kind of symbol
> manipulation. I usually figure 10% (simply by moving over the
decimal point
> mentally), and then figure (again, mentally) half of that number
(which is
> then 5% of the total), and then (yet again mentally) add the two.
> Alternatively, one could figure 10%, and then 20% (simply by
doubling the
> 10%) and then figure the halfway mark between those two numbers (I
haven't
> used that method, and I don't know if it would be too taxing for
me).
>
> I'll bet there are other ways that people use besides these, and I'd
think
> they might lead to an interesting discussion of the role of mental
> representation in mathematical problem solving. Most Introductory
texts have
> a chapter on "Language, Thinking, and Problem Solving" where the
relevant
> material would be found. I suspect that most of the people who still
try to
> use the symbol manipulation algorithm in the tipping context also
believe
> that symbol manipulation method they've been taught IS
multiplication, and
> don't realize that it's just one of many devices for finding the
answer to
> multiplication problems.
>
> * "Okay, class, remember, start by multiplying the ones column, and
write
> your answer below the ones column, carrying any tens you get up to
the top
> of the tens column. Then take the tens column from the first
multiplicand
> times the ones column from the second..."
>
> Paul Smith
> Alverno College
> Milwaukee
>
>
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