JIPMATGeometry > MediumBoth Statement I and Statement II are trueBoth Statement I and Statement II are falseStatement I is true but Statement II is falseStatement I is false but Statement II is true✅ Correct Option: 1Related questions:JIPMAT 2022Which of the following trigonometric identities are true? sin2(41∘)+sin2(49∘)=1sin2(60∘)−2tan(45∘)−cos2(30∘)=−1sin2(θ)+11+tan2(θ)=1\begin{aligned} & \sin ^2\left(41^{\circ}\right)+\sin ^2\left(49^{\circ}\right)=1 \\ & \sin ^2\left(60^{\circ}\right)-2 \tan \left(45^{\circ}\right)-\cos ^2\left(30^{\circ}\right)=-1 \\ & \sin ^2(\theta)+\frac{1}{1+\tan ^2(\theta)}=1 \end{aligned}sin2(41∘)+sin2(49∘)=1sin2(60∘)−2tan(45∘)−cos2(30∘)=−1sin2(θ)+1+tan2(θ)1=1JIPMAT 2024If sinθ+cosθ=72\sin \theta+\cos \theta=\frac{\sqrt{7}}{2}sinθ+cosθ=27, then (sinθ−cosθ)(\sin \theta-\cos \theta)(sinθ−cosθ) is equal to :JIPMAT 2021The minimum value of (2sin2θ+3cos2θ)(2 \sin^2\theta + 3 \cos^2\theta)(2sin2θ+3cos2θ) is