In the triangle ABC, a, B and C are the opposite sides of three internal angles a, B and C respectively, and a, B and C are not equal to each other. Let a = 4, C = 3 and a = 2C 1. Find the value of COSC 2. Find the value of B

In the triangle ABC, a, B and C are the opposite sides of three internal angles a, B and C respectively, and a, B and C are not equal to each other. Let a = 4, C = 3 and a = 2C 1. Find the value of COSC 2. Find the value of B

According to the sine theorem, a / Sina = C / sinc, 4 / Sina = 3 / sinc, Sina / sinc = 4 / 3, a = 2c, sin2c / sinc = 2sinccosc / sinc = 2cosc, 2cosc = 4 / 3, ∧ COSC = 2 / 3