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Quiz

Trigonometry Identities and Anti-Derivatives

Joel Riggs 9 Fragen Aktualisiert am 27 Jul 2016

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Fragen in diesem Quiz (9)

  1. 1What is the antiderivative of csc²(kx)?
    1. A-(1/k)cot(kx)+c
    2. B(1/k)cot(kx)+c
    3. C-(1/k)tangent(kx)+c
    4. D(1/k)tangent(kx)+c
    5. E(1/k)sec(kx)+c
    6. F-(1/k)sec(kx)+c
  2. 2What is the antiderivative of sec²(x)?
    1. A(1/k)tangent(kx)+c
    2. B-(1/k)tangent(kx)+c
    3. C-(1/k)csc(kx)+c
    4. D(1/k)csc(kx)+c
    5. E -(1/k)sin(kx)+c
    6. F(1/k)sin(kx)+c
  3. 3Which is an identity of sin²(x)?
    1. A(1-cos(2x))*(1/2)
    2. B(1+cos(2x))*(1/2)
    3. Ccos(x)
    4. Dsin(x)cos(y)+cos(x)sin(y)
    5. E2tan(x)/(1-tan²(x))
    6. F2sin((x+y)/2)sin((x-y)/2)
  4. 4Which of the following are identities of tan²(x)?
    1. A(1-cos(2x))/(1+cos(2x))
    2. B(1+cos(2x))/(1-cos(2x))
    3. C[tangent(x)+tangent(y)]/[1-tangent(x)tangent(y)]
    4. D(1/2)*[cos(x+y)+cos(x-y)]
  5. 5What is the antiderivative of csc(kx)cot(kx)?
    1. A-(1/k)csc(kx)+c
    2. B(1/k)csc(kx)+c
    3. C(1/k)[sin(kx)/cos(kx)]+c
    4. D-(1/k)[sin(kx)/cos(kx)]+c
  6. 6What is the antiderivative of sec(kx)tangent(kx)?
    1. A(1/k)sec(kx)+c
    2. B-(1/k)sec(kx)+c
    3. C(1/k)csc(kx)+c
    4. D-(1/k)csc(kx)+c
  7. 7What is the anti-derivative of sin(kx)
    1. A-(1/k)cos(kx)+c
    2. B(1/k)cos(kx)+c
    3. C(1/k)sin(kx)+c
    4. D(1/k)csc(kx)+c
  8. 8Which of the following are identities of cos(2x)?
    1. Acos²(x)-sin²(x)
    2. B1-2sin²(x)
    3. C2cos²(x)-1
    4. D2cos²(x)+1
    5. E(1-cos(2x))*(1/2)
    6. Fcsc²(x)
    7. Gcos(x)cos(y)+sin(x)sin(y)
    8. H(1-cos(2x))/(1+cos(2x))
    9. I2/(cot(x)-tangent(x))
  9. 9What is the anti-derivative of cos(kx)
    1. A(1/k)sin(kx)+c
    2. B-(1/k)sin(kx)+c

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Beschreibung
Trigonometry Identities and Anti-Derivatives
Sprache
English
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Erstellt am 20 Jul 2015 · aktualisiert am 27 Jul 2016
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