Let $\theta$θ be an acute angle (in radians).
If $\sin\theta=0.6$sinθ=0.6, find the value of:
$\sin\left(\pi-\theta\right)$sin(π−θ)
$\sin\left(\pi+\theta\right)$sin(π+θ)
$\sin\left(2\pi-\theta\right)$sin(2π−θ)
$\sin\left(-\theta\right)$sin(−θ)
Let $\theta$θ be an acute angle (in radians).
If $\cos\theta=0.1$cosθ=0.1, find the value of:
Let $\theta$θ be an acute angle (in radians).
If $\tan\theta=0.52$tanθ=0.52, find the value of:
If $\sin x=\sin\frac{\pi}{3}$sinx=sinπ3 and $\frac{\pi}{2}