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30-60-90 & 45-45-90 Triangles

John Doaks 3 questions

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Questions in this quiz (3)

  1. 1Which of the following answer choices indicates the correct side lengths of the figure?Image for question 1
    1. ASide opposite 45° = x √3, hypotenuse = 2x
    2. BSide opposite 45° = x, hypotenuse = x √2
    3. CSide opposite 45° = 2x, hypotenuse = x √2
    4. DSide opposite 45° = x √3, hypotenuse = x √2
  2. 2Which of the following answer choices reflects logical reasoning regarding the sample question?Image for question 2
    1. AThe missing angle is 65° and the missing side is 4. Therefore this is a 45°,45°,90° triangle.
    2. BThe missing angle is 90° and the missing side is 5.
    3. CThe missing angle is 55° and the missing side is x √3.
    4. DThe missing angle is 45° and missing side is 5 √2. Therefore this is a 45°,45°,90° triangle.
  3. 3How can an equilateral triangle be turned in to a "30, 60, 90" triangle?
    1. ABy dividing the angles by the area
    2. BBy dividing the perimeter by the area
    3. CBy adding the angles together
    4. DBy dropping an altitude down the middle

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Description
ACT Math Quiz on 30-60-90 & 45-45-90 Triangles, created by John Doaks on 13/03/2017.
Language
English
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