1.

The equality `sin A+ sin 2A + sin 3A = 3` holds for some real value of A.

Answer» False
Given that, `sinA+sin2A+sin3A=3`
It is possible only if `sinA, sin2A, sin3A` each has a value one because maximum value of `sinA` is a certain angle is 1. Which is not possible because angle are different.


Discussion

No Comment Found