If you think how could you construct a parallel line all of a sudden, you could always given one line find a point off that line where a unique parallel line goes through that.

Because the blue line is a better line. The red line is way downhill, the blue line is a good line.

So if I were to draw a line between both of these points using a straight edge, that line will be perpendicular to line L.

You change the typeface to, like, this typeface, and it's kind of funny.

So here we have a line and a point outside the line.

Dependent, they're the exact same line, any point that satisfies one line will satisfy the other.

One Line Down

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Scott is constructing a line perpendicular to line

The red line is way downhill, the blue line is a good line.

And let me draw a line, and since our line here has a negative slope,

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If this is a line that I'm drawing in magenta, a parallel

That diagonal line is the truth line.

So you have that purple line and the other one that's another line.

So the convention is to make this line into a dashed line.

Moving one to the left is negative one ( 1) in the horizontal direction.

This angle right over here, it makes a complete line.

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So I have one line like this you probably have an intuition what a parallel line means.

So I can draw that line, I just need two points for a line.

So you can have the situation where the lines just intersect in one point, so you can have one line like that, and maybe the other line does something

cartoon crimes. Mr. Stroud, Mr. Janoth calling on one.

That's one of my parallel lines, and let me make the green one the other parallel line.

So if I extended that line like that, and if I extended this line like that, then segment AD is just a transversal.

There's no way that I can draw something that intersects one parallel line that doesn't intersect the other, as long as this line keeps going forever.

This is the front line that's closer to you and then they would have another line back here.

If they had drawn a dotted line here that means we're not including the line.

And I drew it more so if you say that this line right here is a transversal.

So three points not on the same line

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let me draw with some lines if I have one line like this and I have another line like that a right angle over here actually all of these would have to be right angles it would mean that this line is completely, if this line were the ground, this line is completely upright relative to this line over here. so either these, so that is what a right angle means so now that we defined right angle

So any tangent is going to have to have a higher slope out here.