Evaluate the following limit or explain why it does not exist. lim (2x + cos x)* x→0 Select the correct choice below and

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Evaluate The Following Limit Or Explain Why It Does Not Exist Lim 2x Cos X X 0 Select The Correct Choice Below And 1 (62.25 KiB) Viewed 10 times

Evaluate the following limit or explain why it does not exist. lim (2x + cos x)* x→0 Select the correct choice below and, if necessary, fill in any answer boxes to complete your choice. OA. OB. 1 1 x→0 L = lim-In (2x + cos x) is finite and therefore lim (2x + cos x) can be written as the expression x40x OD. 1 This implies that lim (2x+ cos x) x-0 (Type an exact answer in simplified form.) (Type an expression using L as the variable.). 0 O C. The limit does not exist because t has the indeterminate form 0° which cannot be written in the form 0 0 00 The limit does not exist because it has the indeterminate form 100 which cannot be written in the form or so that l'Hôpital's rule can be applied. 0 00 or COD 0 The limit does not exist because it has the indeterminate form oo which cannot be written in the form 0 00 so that l'Hôpital's rule can be applied. 00 or 00 so that l'Hôpital's rule can be applied. 00