Please Answer ASAP
I only need the final question
Apply the appropriate laws and/or...
n Show that lim n00 (1+)" 1 + = e for any x>0. х Letc=Rewrite the limit in terms of c. Choose the correct answer below. n OA. lim (1 +c)*/C C0 OB. lim (1 +c)*/C C-00 O C. lim (1 + c)" C00 OD. lim (1 + c)" 00 What limit laws and/or definitions are needed to prove that the result from the previous step is equal to e'? Select all that apply. OA. 1 er lim (1+x)"/ x0 B. The Root Rule; If lim f(x) = L, then lim "Vf(x) ="VT, n a positive integer. X-C X-C OC. The Sum Rule; If lim f(x) = L and lim g(x) = M, then lim (f(x) + g(x)) = L +M. XC X>C XC D. The Power Rule; If lim f(x)=L, then lim [f(x)}" =L", n a positive integer. XC X-C Apply the appropriate laws and/or definitions to prove the result. Fill in the missing work. x/c 1/c lim (1+cy®/C = lim! (O'J. ) C0 C-0
Please Answer ASAP I only need the final question Apply the appropriate laws and/or...
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Please Answer ASAP I only need the final question Apply the appropriate laws and/or...
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