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Classify the type of triangle created by a surveyor, a point at the bottom of a mountain, and the peak of the mountain . Include a labeled diagram and explain your ...

Question

Classify the type of triangle created by a surveyor, a point at the bottom of a mountain, and the peak of the mountain . Include a labeled diagram and explain your answer.

Classify the type of triangle created by a surveyor, a point at the bottom of a mountain, and the peak of the mountain . Include a labeled diagram and explain your answer.



Answers

Classify the triangle by its sides and by measuring its angles.

So this triangle has some tick marks to show that these two sides are equal. So if two sides are equal, then that means that it's a nice sauce Elise triangle. And when we measure the angles, we can see that this angle is obtuse. So this isn't obtuse. I saw Seles Triangle.

In the extra science 34. There is. Ah, there is a triangle. The three off triangles lighting Seiko. So we can know the Congo is acute triangle because ish Y is equal to 60 Degree on DA. This line is ICO. So you see, it is ah equivalent Cherie triangle.

None of the sides of this triangle or mark just equal. But, um, how many tick marks on them? So that means it is a scaling and triangle. And if we measure the angles, then we know that this angle is an obtuse angle. So this isn't off too ski lean triangle.

Okay, so we're asked to describe the altitude of a triangle. Now the absolute triangle is just defined as a line connecting a vertex as you'll see me doing red here to its opposite side time. That's a little crooked, so that line has to be perpendicular to its opposite side perpendicular meeting, and it forms right angles. So I have drawn one altitude here. Now, technically, they're actually three different altitudes that can be drawn since there are three different Verdecia, so I'll draw another one in blue. And again, if my image is cooking, just pretended straight. It's supposed to connect to the opposite side and get me perpendicular, so that should be a right angle. I'll do my last one in green here so again, to recap, Altitudes are defined as perpendicular lines connecting one Verdecia of the triangle to its opposite side. Notice that all three altitude intersect roamed here, and that point is called the Ortho Center.


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