Prove that y = 4sin∅/(2 + cos∅) - ∅ is an increasing function of ∅ in [0 , π/2].

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9. Prove that y = (4 sin⁡θ)/(2+cos⁡θ )-θ is an increasing function of θ in [0,π/2].

Prove that y= 4sinθ/(2+cosθ) -θ is an increasing function of θ in 0,π/2 Application of derivative

Prove that y = 4 sinθ/(2+cosθ)-θ is an increasing function of θ in [0,π/2].

9. Prove that y= 4sinθ/2+cos θ- θ is an increasing function of θ in [0, pi/2]

Prove y=4sin theta/2+cos theta - theta increasing fun.theta in [0, π/2].+2.M111.HUKAM RAJ BHAGAT.

Prove that `y=(4sintheta)/(2+costheta) - theta` is an increasing function of `theta` in `[0,pi/2]

Prove that \( y=\frac{4 \sin \theta}{(2+\cos \theta)}-\theta \) is ...

Prove that `y=(4sin theta)/((2+cos theta))-theta` is an increasing | Class 12 MATH | Doubtnut