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Solve the equation for the exact values of x
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\[0\le \Theta <360\] \[\csc \theta=1+cot\Theta\]
lol...wat do u need..here
1/sin x = 1+ cos x/sin x (theta=x for convenience) sin x +cos x =1 (1/\(\sqrt2\)sin x + 1/\(\sqrt2\)cosx) = 1/\(\sqrt2\) sin (x+ pi/4) =1/ \(\sqrt2\) sin (x+pi/4) = sin pi/4
I am not entirely sure. my answer choices are in degrees 90 270 90,270 no solution
even 90 satisfies sin x+cos x =1
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sin 90 + cos 90 = 1+0 = 1
ok ty
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