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lim (7 sin x) x+0* 6 tan x Choose the correct answer below and, if necessary, fill in any answer boxes to complete your
lim (7 sin x) x+0* 6 tan x Choose the correct answer below and, if necessary, fill in any answer boxes to complete your choice. O A. L= lim (6 tan x) In (7 sin x) is finite and therefore lim (7 sin x) xo* 6 tan x can be written as the expression The evaluated limit is x-+0 (Type exact answers in simplified form.) OB. 0 The limit does not exist because it has the indeterminate form 0 which cannot be written in the form or 0 8 8 C. The limit does not exist because it has the indeterminate form oo which cannot be written in the form 00 O D. The limit does not exist because it has the indeterminate form 1 which cannot be written in the form 00 or 8 8 8 00 or 0 so that "Hpital's rule can be applied so that "Hpital's rule can be applied so that Hpital's rule can be applied
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