Test:33 QNo:4

lim(x→0) sinxlog(sinx)

3 Answers

1
katoch ·

lim(x→0) sinxlog(sinx)
answer this with explanation.

1
katoch ·

lim(x→0) sinxlog(sinx)
answer this with explanation.

1
Ricky ·

lim sin x log ( sin x )

= lim log ( sin x )cosec x

= - lim cot x cosec x cot x ---------- By L - Hospital

= - lim sin x 1

= 0 , where x tends to zero .

Your Answer

Close [X]