The value of `tan^2(sec^-1 3)+cot^2(cosec^-1 4)` is

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The value of The value of 〖tan〗^2 (〖sec〗^(-1) 2)+ 〖cot〗^2 (〖cosec〗^(-1) 3) is: (a) 5 (b)11(c)13(d)15 The value of The value of 〖tan〗^2 (〖sec〗^(-1) 2)+ 〖cot〗^2 (〖cosec〗^(-1) 3) is: (a) 5 (b)11(c)13(d)15
Prove that tan^2(sec^-1 2)+cot^2(cosec^-1 3)=11 | Inverse Trigonometry Important Question for CBSE Prove that tan^2(sec^-1 2)+cot^2(cosec^-1 3)=11 | Inverse Trigonometry Important Question for CBSE
` sec^2 (tan^-1 3) + cosec^2 (cot^-1 4)` ` sec^2 (tan^-1 3) + cosec^2 (cot^-1 4)`
Prove that sec^2tan^ 1 2+cosec^2cot^ 1 3=15 | find the value of sec^2(tan^-1 2 cosec2 cot^-1 3) Math Prove that sec^2tan^ 1 2+cosec^2cot^ 1 3=15 | find the value of sec^2(tan^-1 2 cosec2 cot^-1 3) Math
The value of `sec^(2)(tan^(-1)2)+cosec^(2)(cot^(-1)3)=15` is The value of `sec^(2)(tan^(-1)2)+cosec^(2)(cot^(-1)3)=15` is
STATEMENT-1 :` tan(sec^(-1) 2 + cot^2 (cosec^(-1)3) = 11` STATEMENT-2 : `tan^2 theta + sec^2 STATEMENT-1 :` tan(sec^(-1) 2 + cot^2 (cosec^(-1)3) = 11` STATEMENT-2 : `tan^2 theta + sec^2
Evaluate sec²[tan-1 (1/2)] + cosec²[cot-1(1/3)] | Evaluate sec^2(tan^-1(1/2))+cosec^2(cot^-1(1/3)) Evaluate sec²[tan-1 (1/2)] + cosec²[cot-1(1/3)] | Evaluate sec^2(tan^-1(1/2))+cosec^2(cot^-1(1/3))