The value of Lim h—0 sin(x+h)log(x+h)-sinxlogx /h
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Answer:
Lim Sin(x+h)log(x+h)-sinxlogx /h
0/0 form use D-L hospitalization rule :
Lim {Cos(x+h).log(x+h) + Sin(x+h)/(x+h) } / 1
Lim {cosx.logx + (sinx/x)}
= (xcosx.logx+sinx)/x
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Step-by-step explanation:
2x-1 is the answer .
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