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AAKASH SERIES-HYPERBOLIC FUNCTIONS -PRACTICE SHEET EXERCISE-I (LEVEL-1) (STRAIGHT OBJECTIVE TYPE QUESTIONS)
- The domain and range of f(x) = cot h(x) are respectively
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- The domain of cosec hx is
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- cos h(0) =
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- sin h(3) - cos h(3) =
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- If sin h x = (3)/(4) then sin h(2x) =
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- (cos h 2 + sin h 2)^(n) =
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- If tan hx = (3)/(5) then sin h(2x) =
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- If cos hx = sec alpha then cosec hx =
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- cos h^(4) (x) - sin h^(4) (x) =
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- cos h^(4) (2) - sin h^(4) (2) =
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- If cosh 2 x= 99, then tanh x =
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- (cos hx - sin hx)^(n) =
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- If cos hx = (5)/(2) then cos h(2x) =
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- If sec hx = (3)/(5) then tan h(2x) =
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- If sin hx = (3)/(4) then sin h(3x) =
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- (sin h (2x))/(1 + cos h(2x))=
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- cos h 2x + sin h 2x =
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- tan h^(2) (x) = tan^(2) theta then cos h 2x =
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- (cos h x)/(1- tan hx) + (sin hx)/(1-cot hx) =
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- If sin x sinh y = cos theta, cos x coshy = sin theta then cosh^2 y ...
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