Y=sinx/x+cosx , then dy/dx=?
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Answer:
dy/dx=(du/dx)+(dv/dx)
=((xcosx-sinx)/(x) 2)+-sinx
Step-by-step explanation:
y=sin x/x +cos x
we get,
u= sinx/x
diff. w. r. t. x
du/dx= d/dx (sinx /x)
=(xcosx-sinx)/(x) 2
v=cosx
diff. w. r. t. x
dv/dx=d/dx(cosx)
=-sinx
dy/dx=(du/dx)+(dv/dx)
=((xcosx-sinx)/(x) 2)+-sinx
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