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Solve-sin-2x-2-




Question Number 153593 by tabata last updated on 08/Sep/21
Solve : (sin(2x))! = 2
Solve:(sin(2x))!=2
Answered by puissant last updated on 08/Sep/21
(sin(2x))!=2! ⇒ sin(2x)=2  ⇒ ((e^(2ix) −e^(−2ix) )/(2i))=2  ⇒ e^(4ix) −1=4ie^(2ix)   ⇒ e^(i4x) −4ie^(2ix) −1=0  z=e^(i2x)  , we have z^2 −4iz−1=0..  ...........
(sin(2x))!=2!sin(2x)=2e2ixe2ix2i=2e4ix1=4ie2ixei4x4ie2ix1=0z=ei2x,wehavez24iz1=0....

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