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CAHSEE Math 4.5 Algebra and Functions 239 Views
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Description:
Algebra and Functions: Drill Set 4, Problem 5. What is the slope of the line in the graph?
Transcript
- 00:03
And here's your shmoopy question of the day.
- 00:06
What is the slope of the line shown in the graph below?
- 00:09
Here are the potential answers...
- 00:12
Hit pause, try it yourself.
- 00:17
Do we remember that whole y = mx plus b thing? That m is slope and slope is rise over run?
Full Transcript
- 00:23
Well, let's hope so.
- 00:25
There's a pretty easy brute force way
- 00:26
to figure this one out -- a new process called counting.
- 00:30
Start here and count over as many squares until the line intersects cleanly a solid
- 00:35
line above it.
- 00:36
And we go 3 over to the right -- and then we can rise 1.
- 00:40
Note that the slope goes from left to right in an upward or positive direction --
- 00:45
so the slope is POSITIVE.
- 00:47
Note also that slopes can be zero -- if they flat. Rise to run then is just 0 over
- 00:53
... well anything, really. 0 over anything is 0.
- 00:55
What if the line is vertical?
- 00:57
Then you have rise of... whatever... over run of... 0.
- 01:01
Can we ever divide by 0?
- 01:03
Well, not if we don't want to get an eraser to the head from our math teacher. No, we can't.
- 01:07
Anyway, in this case the slope, or rise over run, is 1 over 3...
- 01:12
...and it's answer C. Done.
- 01:14
It's okay to be excited that we figured this thing out. Go ahead... give a little yodel.
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