Find the angle of refraction in the following figure.
sin−1(34)
sin−1(38)
sin−1(12)
sin−1(43)
We know that μ1 sin i=μ2 sin r (Snell's law) 3×sin 30∘=4 sin r or, sin r=34×12=38 or, sin r=38 or, r=sin−1(38) So, the correct option is sin−1(38)
Solve
Sin π/14 sin 3π/14 sin 5π/14 sin 7π/14 sin 9π/14 sin 11π/14 sin 13π/14 sin 13π/14 = ? ( Also Name the trigonometric functions used)
Solve the following for x:sin−1(1−x)−2 sin−1x=π2
OR
Show that: 2sin−1(35)−tan−1(1731)=π4