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 No. of solution of Trigo. equation.
Сообщение26.03.2011, 20:46 
The Trigonometric equation is $sinx+3sin2x+sin3x = cosx+3cos2x+cos3x$ Where $x\in\left[0,2\pi\right]$.Then Calculate

$(i)$ No. of solution of $x$ in $\left[0,2\pi]$

$(ii)$ The Difference between the greatest and least value of $x$ is

$(iii)$ the Sum of The solution of $x$ in $\left[0,2\pi]$

 
 
 
 
Сообщение27.03.2011, 01:23 
Transform $\sin x+\sin3x$ and $\cos x+\cos 3x$, then regroup the terms and factorize.

 
 
 [ Сообщений: 2 ] 


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