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MOTION-INVERSE TRIGONOMETRIC FUNCTIONS-Exercise -3
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- sin^(-1) x+"cosec"^(-1)x at x=-1 is
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- sin^(-1)(sin.(7pi)/6) is
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- tan^(-1)("tan"(2pi)/3)
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- Evaluate each of the following cos^(-1) (cos""(5pi)/(4))
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- Evaluate each of the following sec^(-1) (sec ""(7pi)/(4))
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- Find the value of the following sin^(-1) (sin 5)
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- The value of tan^(-1)tan(-6)is
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- Find the value of the following cot^(-1) (tan (-6))
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- Find the value of cos^(-1){1/sqrt2(cos((9pi)/10)-sin((9pi)/10))}.
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- Find sin^(-1)(sintheta).cos^(-1)(costheta),tan^(-1)(tantheta),cot^(-1)...
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- Prove each of the following tan^(-1) x=-pi +cot^(-1) 1/x=sin^(-1) (x...
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- If -1<x<0,t h e ncos^(-1)x is equal to sec^(-1)1/x (b) pi-sin^(-1)sqr...
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- Find the value of tan[cos^(-1) (1/2) + tan^(-1) ( - 1/sqrt3)]
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- Sin[pi/3-sin^(-1)(-1/2)]
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- cos^(-1) ""(cos"" (7pi )/(6))
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