Question 1163364
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This equation  {{{sin(theta)}}} = {{{sqrt(3)/2}}}  has two solutions in the interval [0,{{{2pi}}}):


    {{{theta}}} = {{{pi/3}}},   or  60 degrees,

and

    {{{theta}}} = {{{(2pi)/3}}},   or 120 degrees.


If there are not restrictions and the entire number line is considered as a domain for the equation, 
then it has INFINITELY many solutions, distinct from the two found solutions by the full angle multiple of {{{2pi}}}.
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