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Algebra and Functions: Drill Set 5, Problem 5. Solve the equation.
Algebra and Functions: Drill Set 3, Problem 1. Evaluate the expression.
Algebra and Functions: Drill Set 3, Problem 2. Simplify the expression in this video.
GED Math 2.5 Graphs and Functions 227 Views
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Description:
In this GED math problem, find the vertical intercept of a given function.
Transcript
- 00:00
Thank you We sneak in and here's your smoke too
- 00:05
Sure brought to you by vertical intercepts It's the natural
- 00:09
order of things Axes split wood and intercept split axes
- 00:15
Don't like that Find the vertical intercepted the function F
- 00:18
ax equals reacts wherein minus seven x plus thirteen And
Full Transcript
- 00:21
here the financial answers pretty All right so what's this
- 00:27
question asking Well we're looking for a vertical intercept vertical
- 00:31
So good place to start Might be what is a
- 00:35
vertical intercept against All right Well here's a typical graph
- 00:38
and this brat chair is the vertical axis A vertical
- 00:43
intercept is one that intercepts the vertical access like prostitutes
- 00:49
Oh english language Sometimes you make sense All right now
- 00:52
every point along the vertical axis has an x value
- 00:55
of zero So zero negative five is here Zero zero
- 00:58
The origin by darling is here and zero four is
- 01:02
here and so on So if we want to find
- 01:05
a vertical intercepts we can always just plug in x
- 01:08
as zero We take the equation given to us f
- 01:12
of x equals three x squared minus seven plus thirteen
- 01:17
roll in a few zeros to get f zero equals
- 01:21
three ton zero squared minus seven times zero plus thirteen
- 01:26
well in california zero squared zero times three still zero
- 01:30
and seven times zero is also zero So really we've
- 01:33
got f zero equals zero minus zero plus thirteen which
- 01:37
when all is said and done is simply thirteen and
- 01:40
we've got a vertical intercept Answer D to the rest
- 01:43
of the answer Choices on those axes We say him 00:01:47.274 --> [endTime] by far
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