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Unit 6 Test Review (Similar Triangles)

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    Similar Triangles
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  • Given: Δ IDK ~ Δ NOW and m∠W is 65°. What is the measure of ∠I?
    25°
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  • Given: Δ IDK ~ Δ YET. What is the length of segment YT?
    YT = 44
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  • Triangle MNO is similar to triangle ABH. Which one of the following sets of side lengths could be those of triangle MNO?
    c) 6 in, 9 in, 15 in
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  • Solve for x. Figures may not be drawn to scale.
    166
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  • Based on the given information, which figure contains a pair of similar triangles?
    A (by AA)
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  • Pick a valid conclusion that can be drawn from the given statements.
    c) If you are sick, then you need medicine.
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  • In ΔABC, AB > AC > BC. Which of the following must be true of the angles in triangle ΔABC?
    b) <C is larger than <B
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  • If ΔCAB ≅ ΔCOD, what is the measure of ∠B?
    108 degrees
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  • Which 3 given side lengths could form a triangle?
    a) 8, 5, 4
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  • In the figure below, l II m. If the measure of ∠1 = 60° and the measure of ∠2 = 90°, what is the measure of ∠3?
    30 degrees
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  • Given △ABC and ΔQRS. Select the relationship that would prove △ABC ~ △QRS by the Side-Angle-Side (SAS) Similarity Theorem.
    d)
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  • Triangle PQT is shown. Pick a possible coordinate of point C such that ΔABC ~ΔPQT.
    b) (7, -5)
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  • In addition to the information given in the drawing, which statement would be sufficient to prove that ∆ABC∼∆DEF?
    c) AB = 12 and BC =32
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  • Select the angles that are congruent when given parallel lines.
    a & c
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  • What type of angles are formed when the triangles make a bow tie and are they congruent?
    d) Vertical Angles / Congruent
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  • Which drawing contains a pair of similar triangles?
    c
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