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GED Math Videos 69 videos
GED Math: Graphs and Functions Drill 5, Problem 5. What is the value of a?
GED Math: Measurement Drill 1, Problem 1. The area, in square inches, of the shaded region where the two rectangles overlap is...what?
GED Math 1.1 Graphs and Functions. Which is the appropriate region of the coordinate plane?
GED Math 2.2 Graphs and Functions 1087 Views
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Description:
GED Math: Graphs and Functions Drill 2, Problem 2. Lines A and B are...what?
Transcript
- 00:00
Thank you We sneak in and here's your smug too
- 00:05
Sure brought to you by parallel lines It was supposed
- 00:08
to be brought to you by perpendicular lines but they're
- 00:11
a little cross with each other right now are the
- 00:14
equation of line is three Expense y equals five And
Full Transcript
- 00:17
the equation of line b is x plus three Why
- 00:20
equal six lines a and b are what Well the
- 00:26
dropdown thing here and gives us three options wants a
- 00:29
beer parallel perpendicular or the same Well we suppose they
- 00:33
could be the same line Although if that's true line
- 00:36
b has definitely had some work done Okay down to
- 00:40
business Figuring out one lines relation to another is all
- 00:43
about determining the slope And so we need to get
- 00:47
the slopes out of both lines and see how they
- 00:50
all shake out Both lines are written in the form
- 00:52
of a x plus B why equal c So we
- 00:55
can use the slope formula Slope equals negative A over
- 01:00
b to find what we need Well for line eh
- 01:03
We plug in three for a and negative one for
- 01:06
be Could get a slope of three Yeah because those
- 01:10
negative signs cancel out so that look the line be
- 01:14
We plug in one for a and three for b
- 01:18
to get a slope of negative one third like when
- 01:20
it's negative It slopes that way with positive it's like
- 01:23
that got it And because these two numbers are negative
- 01:27
reciprocal sze Well we can be sure we're looking at
- 01:30
a couple of perpendicular lines here We certainly hope those
- 01:33
two things work out and be ashamed They both reached 00:01:36.328 --> [endTime] their boiling point
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