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This video covers how to set up a stem and leaf plot and use it to find the mean and median of a set of numbers.
SAT Math 6.1 Geometry and Measurement 3974 Views
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Description:
SAT Math 6.1 Geometry and Measurement
Transcript
- 00:03
A little birdie told us you wanted to solve a Shmoopy problem.
- 00:08
Four people can sit around one square table. When two tables are pushed together, six people
- 00:13
will fit, and eight people will fit around three tables pushed together.
- 00:17
How many square tables, pushed together in a long rectangle, would be needed to sit twenty people?
- 00:22
Here are the potential answers...
Full Transcript
- 00:28
Here we’ve got square tables that keep getting pushed together to accommodate our rapidly growing party…
- 00:33
We’re told that 4 people can sit at one square table, which makes sense…
- 00:37
…6 people can fit around 2 tables…
- 00:39
…and 8 people can fit around 3.
- 00:42
The best way to get a sense of what's going on here is to make ourselves a little chart.
- 00:46
So, if we expand this a tiny bit further, we get something like this:
- 00:49
Aha! A pattern has emerged!
- 00:53
What we might notice is that, in every instance,
- 00:56
the number of people is double the number of tables… plus 2.
- 01:02
So working in reverse, if we have 20 people, we’d subtract 2…
- 01:05
… then cut that number in half.
- 01:07
We get 9 as our answer… which is C.
- 01:10
We’re sure your parents will understand you inviting over some friends.
- 01:13
What they may not understand, however, is why you had to take out the dining room wall
- 01:17
to make room for all of those folding tables…
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