Practice Test | Kullabs.com
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  • sinθ is equal to ______.

    (frac{b}{h})
    (frac{p}{b})
    (frac{p}{h})
    (frac{h}{p})
  • cosθ is equal to ________.

    (frac{p}{b})
    (frac{p}{h})
    (frac{b}{h})
    (frac{b}{p})
  • tanθ is equal to _________.

    (frac{p}{b})
    (frac{p}{h})
    (frac{b}{h})
    (frac{b}{p})
  • cosecθ is equal to ______.

    (frac{b}{p})
    (frac{b}{h})
    (frac{p}{h})
    (frac{h}{p})
  • secθ is equal to _________.

    (frac{b}{h})
    (frac{b}{p})
    (frac{h}{p})
    (frac{h}{b})
  • cotθ is equal to ________.

    (frac{h}{b})
    (frac{b}{h})
    (frac{b}{p})
    (frac{p}{b})
  • Solve for x.
    (frac{15}{18})=(frac{x}{6})

    4
    3
    5
    6
  • Solve for x.
    (frac{12}{z})=(frac{8}{6})

    9
    8
    6
    4
  • Solve for y.
    (frac{1}{3})=(frac{y}{24})

    16
    12
    14
    8
  • Find the value of trigonometrical ratios of sin ( heta), if tan  ( heta) = (frac{3}{4})

    (frac{3}{5})
    (frac{2}{3})
    (frac{4}{5})
    (frac{3}{4})
  • Find the value of trigonometrical ratios of sin ( heta), if cosec  ( heta) = 2

    (frac{1}{4})
    (frac{2}{4})
    (frac{3}{4})
    (frac{1}{2})
  • Find the value of trigonometrical ratios of  cot ( heta), if sec  ( heta) = 2

    (frac{2}{3})
    1
    (frac{1}{2})
    2
  • Solve for u.

    (frac{u}{8})=(frac{27}{12})

    15
    16
    12
    18
  • While researching universities, Jack learns that a typical class at Clarksville Technical University has 15 boys and 9 girls, and a typical class at Lawrence County University has 12boys and 4 girls. Which university has classes with a lower ratio of boy to girl?

    Clarksville Technical University
    Question incorrect
    Lawrence County University
    neither; the ratios are equivalent
  • An auto dealership sells minivans and sedans. In January, they sold 18 minivans and 22 sedans. In February, they sold 9 minivans and 11 sedans. During which month did the auto dealership sell a lower ratio of minivans to sedans?

    January
    February
    neither; the ratios are equivalent
    Question Incorrect
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