If e^....... satisfies the equation ........then the value of g(x)=cosx/(cosx+sinx) ,x belongs to 0,pi =?

Question

anonymous · Answer

$$\LARGE e^{(\sin^2 xsin^4 x+ \sin^6 x..x)\log_e2}$$
satisifes equation
$$\LARGE x^2-9x+8=0$$

anonymous · Answer

$$\LARGE g(x)=\frac{\cos x}{\cos x+ \sin x}$$

anonymous · Answer

$$\LARGE x \epsilon [0,\pi]$$

anonymous · Answer

@hartnn @ganeshie8 @ikram002p

anonymous · Answer

a quick thing..can i write lthat e^loge2 as 2? so it becomes 2(sin^2x+sin^4x..)etc?

ikram002p · Answer

im trying to understant..
so when If e^....... satisfies the equation f(x)
that mean if we but e^... in eguation it well be true..
any way we just need to find 
domain e^... & domain g(x)
the interval would be 
domain e^..cup  domain g(x)
thats wat i could think of ... maby im wrong

anonymous · Answer

maybe you are right ..but am i right?

ikram002p · Answer

mmm not sure the interval u put have "3 pi /4 " which does not belong to the interval of g(x)....cuz primarily=0 at that point..
but  how did u figer out this interval ?? share it wid me maby w'll conclude somthing.