cos (2 sin^(-1) x) = (1)/(9) の場合、x の値を求めます | クラス 12 | 逆三角関数...
If cos(2 sin ^-1 x)=1/9, then the value of x is
If `cos(2sin^(-1)x)=1/9` then x = _______ | Class 12 Maths | Doubtnut
solve: `cos(2sin^-1x)=1/9`
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cos(2sin⁻¹x) = 1/9 .determine the value of x .inverse trigonometry .
Let x=m/n be a solution of the equation cos(2sin⁻¹x) = 1/9 & let α, β be the roots of the equation
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If sin ^-1 x-cos ^-1 x=π/6, then x=
(1)/(2) sin^(-1) [(3 sin 2 theta)/(5 + 4 cos 2 theta)] = tan^(-1) x の場合、x = | CLASS 12 | IN...
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Evaluate : `cos(2cos^(-1)x+sin^(-1)x)a tx=1/5`
If 5(〖tan〗^2〖x-〖cos〗^2x 〗 )=2 cos〖2x+9,〗then the value of cos4x is
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Given sin x = 1/3 with x in quadrant I, find values for sin(2x),cos(2x),tan(2x) without finding x.
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Find dy/dx if y = cos⁻¹(1-x²/1+x²), x∈(0,1) Ncert problems differentiation inverse trigonometry