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AAKASH SERIES-HYPERBOLIC FUNCTIONS -LECTURE SHEET EXERCISE - I (STRAIGHT OBJECTIVE TYPE QUESTIONS)
- cos h (2) + sin h (2) =
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- If cos h (x)=(5)/(4), then cos h (3x)=
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- If x = log(e) [cot((pi)/(4) + theta)] then sin hx =
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- If x = log ( y + sqrt(y^2 -1)) then y =
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- x = log (1/y + sqrt(1+1/y^2)) rArr y =
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- cosh 3 theta = 99 if cosh theta =
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- If u=log(e )"Tan"((3pi)/(4)+(theta)/(2)) then coshu=
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- If cosh 2x = 199 , then cothx =
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- The value of (cos h 2 theta - 1)/(sin h 2 theta) is equal to
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- If tan h^(2) x = cos theta then cos h 2x =
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- If cos h x = sec theta then tan h^(2) ((x)/(2))=
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- If (3 sin h 2 theta)/(5 + 4 cos h 2 theta) = 1 then tan h^(2) theta + ...
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- (tan h x)/(sec h x - 1) + (tan hx)/(sec h x + 1) =
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- If sin x cosh y = cos theta, cos x sinh y = sin theta then sinh^2 y ...
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- If 'x' is an acute angle and y=log(tan((pi)/(4)+(x)/(2))) then cosx.co...
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- If tan A = tan alpha tanh beta, tan B = cot alpha tanh beta, then tan ...
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- If sin h^(3)x-cos h^(3)x=(ke^(x)-e^(-kx))/(1-k) then k=
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- If "tan" (x)/(2) cot h ((x)/(2)) = 1 then cos x cos hx =
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- If 2(sinh2+sinh3+sinh5) (e^(5))/(e^(5)-1)=a+be^(2)+ce^(3)+de^(5) then ...
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- Observe the following statements: Assertion(A) : If -(pi)/(2) lt the...
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