`A= sinx. sin(60^o - x) . sin (60^o +x)`
`= sinx . 1/2(cos2x - cos120^o)`
`=sinx . 1/2 cos 2x + 1/4 sinx`
\(A=4sinx.sin\left(60^0-x\right).sin\left(60^0+x\right)\)
\(=2.sinx.\left(cos2x-cos120^0\right)\)
\(=2sinx\left(cos2x+\dfrac{1}{2}\right)\)
\(=2sinx.cos2x+sinx\)
- Quên số 4. =(((((
`A=4(sinx . 1/2 cos 2x + 1/4 sinx)`
`=2sinxcos2x+sinx`