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RD SHARMA ENGLISH-INVERSE TRIGONOMETRIC FUNCTION-All Questions
- Evaluate each of the following: sin(sec^(-1)(17/8)) (ii) "c o s e c"...
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- Evaluate each of the following: tan("cos"^(-1)(8)/17) (ii) cot("cos"...
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- Evaluateintx^5(x-1)\dx
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- Evaluateintx^6(2-x)\dx
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- Evaluateint\x(x^7-1)\dx
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- Solve: cos{2\ sin^(-1)(-x)}=0
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- Evaluate: cos{sin^(-1)(-5/(13))} (ii) cot{sin^(-1)(-7/(25))}
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- Evaluate: sec{sin^(-1)(-8/(17))}
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- Evaluate: (i) sin{cos^(-1)(-3/5)} (ii) tan{cos^(-1)(-(12)/(13))}
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- Evaluate: "c o s e c"{cos^(-1)(-(12)/(13))}
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- Evaluate: sin{tan^(-1)(-7/(24))} (ii) cos{cot^(-1)(-5/(12))}
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- Evaluate: "c o s e c"{cot^(-1)(-4/3)}
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- Prove that: sin^(-1)(-4/5)=tan^(-1)(-4/3)=cos^(-1)(-3/5)-pi
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- Prove that: tan^(-1)x+tan^(-1)1/x={pi/2,ifx >0, -pi/2 if x<0
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- Evaluate: cos{sin^(-1)(-7/(25))} (ii)sec{cot^(-1)(-5/(12))} (iii)...
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- Evaluate: cot{sec^(-1)(-(13)/5)}
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- Evaluate: (i) tan{cos^(-1)(-7/(25))} (ii) "c o s e c"{cot^(-1)(-(12...
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- Evaluate: sin{sin^(-1)(-(3)/5)+cot^(-1)(-5/(12))}
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- Find the value of cot(tan^(-1)a+cot^(-1)a)
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- If -1lt=x , ylt=1 such that sin^(-1)x+sin^(-1)y=pi/2 , find the value ...
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