Unit 1, Lesson 17
Drawing Triangles (Part 2)
Accelerated 7
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Is it possible to make a triangle that has angles measuring 90 degrees, 30 degrees, and 100 degrees? If so, draw an example. If not, explain your reasoning.
Segments \(CD\), \(AB\), and \(FG\) intersect at point \(E\). Angle \(FEC\) is a right angle. Identify a pair of angles that are complementary.
Which equation represents the relationship between the angles in the figure?
\(88+b=90\)
\(88+b=180\)
\(2b+88=90\)
\(2b+88=180\)