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Question Number 195093 by Braulio last updated on 24/Jul/23

Answered by cortano12 last updated on 24/Jul/23

Answered by MM42 last updated on 24/Jul/23

hop→lim_(x→π)  (((1/2)cos(x/2)−sinx)/(2sinxcosx−sinx))  =lim_(x→π)  ((cos(x/2)((1/2)−2sin(x/2)))/(cos(x/2)(4sin(x/2)cosx−2sin(x/2))))   =(1/4) ✓

hoplimxπ12cosx2sinx2sinxcosxsinx=limxπcosx2(122sinx2)cosx2(4sinx2cosx2sinx2)=14

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