Prove that 3cos^-1x=cos^-1(4x^3-3x)|Inverse Trigonometric Functions|Class-12|Maths|Aptitude|Diploma

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Prove that 3cos^-1x=cos^-1(4x^3-3x) | prove 3cos inverse x equal to cos inverse 4x cube minus 3x | Prove that 3cos^-1x=cos^-1(4x^3-3x) | prove 3cos inverse x equal to cos inverse 4x cube minus 3x |
prove that 3cos^-1(x)=cos^-1[4x^3-3x]//inverse trigonometric function class 12th//ncert maths//. prove that 3cos^-1(x)=cos^-1[4x^3-3x]//inverse trigonometric function class 12th//ncert maths//.
Prove that 1. 3sin^-1x=sin^-1(3x-4x^3) 2. 3cos^-1x=cos^-1(4x^3-3x) || exercise2.2 12th Q1 and Q2 Prove that 1. 3sin^-1x=sin^-1(3x-4x^3) 2. 3cos^-1x=cos^-1(4x^3-3x) || exercise2.2 12th Q1 and Q2
3cos^-1 x=cos^-1 (4x^3-3x), x ∈ [1/2, 1] 3cos^-1 x=cos^-1 (4x^3-3x), x ∈ [1/2, 1]
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Prove that 3cos^-1(x) = cos^-1(4(x^3) - 3x), x€[1/2,1] . Prove that 3cos^-1(x) = cos^-1(4(x^3) - 3x), x€[1/2,1] .