First determine the form of the limit, then compute the limit. {{MATH_222}} Select the correct choice. The form of the limit is {{CMD_223}} {{CMD_224}}{{MATH_225}}{{CMD_226}} {{CMD_227}} {{CMD_228}}{{CMD_229}} {{CMD_230}}{{MATH_231}}{{CMD_232}} {{CMD_233}} {{CMD_234}}{{CMD_235}} {{CMD_236}}{{MATH_237}}{{CMD_238}} {{CMD_239}}{{MATH_240}}{{CMD_241}} {{CMD_242}}{{MATH_243}}{{CMD_244}} {{CMD_245}} {{CMD_246}} Write {{MATH_247}} So now look at the limit of the exponent {{MATH_248}} Setting {{MATH_249}} and {{MATH_250}}, both functions are differentiable for large values of {{MATH_251}} and {{MATH_252}} We may now apply L'H{{CMD_253}}pital's rule. Write {{MATH_254}} and {{MATH_255}} so {{ENV_256}} Hence, {{ENV_257}} {{CMD_258}} {{CMD_259}}