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Let's take theta = A for the sake of convenience.
So, we have :-
=> sinA + sin7A = sin4A
=> 2sin[(A+7A)/2].cos[(A-7A)/2] = sin4A
=> 2sin4A.cos3A = sin4A
=> 2sin4A.cos3A - sin4A = 0
=> sin4A(2cos3A - 1) = 0
Therefore,
sin4A = 0 or 2cos3A - 1 = 0
4A = nπ or cos3A = ½
A = nπ/4 or 3A = 2nπ ± π/3
A = nπ/4 or A = (6n ± 1)π/9
Here, n € Z
Hope, it'll help you.....
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