kinuel8091
New member
- Joined
- Jul 27, 2013
- Messages
- 24
The range is from 0≤x<2pi
the equation is
2sin3(x) = sin(x)
2sin3(x)-sin(x)=0
Then factor out sin x
sin(x)(2sin2(x)-1)=0
Then equate both to 0
sin(x)= 0
x=arcsin 0
x=0,pi
2sin2(x)-1=0
sin(x)=√(1/2) or √(2)/2
x=pi/4 and 3pi/4
so, x= 0,pi,pi/4,3pi/4
the equation is
2sin3(x) = sin(x)
2sin3(x)-sin(x)=0
Then factor out sin x
sin(x)(2sin2(x)-1)=0
Then equate both to 0
sin(x)= 0
x=arcsin 0
x=0,pi
2sin2(x)-1=0
sin(x)=√(1/2) or √(2)/2
x=pi/4 and 3pi/4
so, x= 0,pi,pi/4,3pi/4