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Geometry Midterm Review
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Name every special quadrilateral that has congruent sides.
Rhombus, Square
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Which is larger: <3 or <4?
<4
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In the triangle, LO is a ______.
Median
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The intersection of the angle bisectors in a triangle is called:
Incenter
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Name the longest side.
GH
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Name all the ways to prove triangles congruent.
SAS, SSS, ASA, AAS, HL
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A/S/N: Two planes parallel to the same plane are ____ parallel to each other.
Always
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HG: Find x if (2x+1)/(4x-1) = 2/3
2.5
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Always/Sometimes/Never: If two parallel lines are cut by a transversal, then the alternate interior angles are ___ supplementary.
Sometimes
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(HG) If GH bisects <EGF, find HF.
5
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Find the measure of one interior angle of a regular polygon with 30 sides.
168
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"If <A = <B, then <B = <A" is an example of the ___ property
symmetric
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If RT = RQ and m<7 = 50, find m<4.
65
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D, E, and F are midpoints. Find CD
13
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Find the m<5
40
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If HI = 22 and LM = 17, find KJ.
12
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A triangle has a side of 5 and a side of 14. What are the possible values of the 3rd side?
9<x<19
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If m<1 = 65 and m<2 = 40, the longest side is ___
XZ
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A/S/N: A rectangle is a rhombus.
Sometimes
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T/F: Adjacent angles formed by perpendicular lines are complementary.
False
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Give the reason: If M is the midpoint of AB, then AM = 1/2AB
Midpoint Theorem
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How would you prove the triangles congruent?
AAS
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If ∆ABC = ∆XYZ, then <B = ?
<Y
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Is knowing MS = OS and NS = PS enough to prove MNOP is a parallelogram?
yes
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