Question 1154935


Exact solutions: 

{{{8sin(3*theta) + 4sqrt(2)=0}}} on the interval [{{{0}}},{{{2pi}}}).

{{{8sin(3*theta) =-4sqrt(2)}}}

{{{sin(3*theta) =-4sqrt(2)/8}}}

{{{sin(3*theta) =-sqrt(2)/2}}}


general solutions for {{{sin(3theta)=- sqrt(2)/2}}} is:

{{{3theta= 5pi/4+2pi*n}}}
{{{theta= 5pi/12+2pi*n/3}}}

{{{3theta=7pi/4+2pi*n}}}

{{{theta=7pi/12+2pi*n/3}}}


solutions for the range:{{{0<= theta <2pi}}} 

{{{theta=5pi/12}}}

{{{theta=7pi/12}}}

{{{theta=13pi/12}}}

{{{theta=5pi/4}}}

{{{theta=7pi/4}}}

{{{theta=23pi/12 }}}