Question: how would u find the limit using logarithmic rules, first converting into an indeterminate fraction form and then using logarithmic through the end until it

how would u find the limit using logarithmic rules, first converting into an indeterminate fraction form and then using logarithmic through the end until it is not an indeterminate anymore? How many derivatives would you have to take?

$into an indeterminate fraction form and then using logarithmic through the end$

(d) (6 points) lim csc (t) arccos()/ In(t) 0 J = cale , " ( $ 1 / / (t ) = my = ( can"' (t ) / Am ( t ) In once ) In ( t ) An (t ) him In use (t ) G x-0+ In (t ) A lim ax 8/8 2 - cot (t )

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