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we have first we replace the functions;sin x/1-cos x= cos x+cot xsin x/1-cosx=1/secx +cosx/sen xsin x/ 1-cos x =1/(1/cos x) + cos x/sen xsin x /sin x= 1/cos x + cos x/sen xsin x/sin x= (1/cos x=sin x) + cos x/sin x;sin x/sin x= sin(2) mean squared; +cos x;then the function remains sine squared x + cosine squared of xsin(2)x +cos (2) x = 1

Sagot :

we have first we replace the functions;



sin x/1-cos x= cos x+cot x

sin x/1-cosx=1/secx +cosx/sen x

sin x/ 1-cos x =1/(1/cos x) + cos x/sen x

sin x /sin x= 1/cos x + cos x/sen x

sin x/sin x= (1/cos x=sin x) + cos x/sin x;



sin x/sin x= sin(2) mean squared; +cos x;





then the function remains sine squared x + cosine squared of x

sin(2)x +cos (2) x = 1

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