Explain why l'Hpital's rule does not apply. If the limit exists, find it by other means. Use co and co when appropriate. x+7 lim x-7(x-7) Explain why l'Hpital's rule does not apply. A. Although the limit of the denominator is co, the limit of the numerator is not. OB. Although the limit of the numerator is 0, the limit of the denominator is not. C. Although the limit of the denominator is 0, the limit of the numerator is not. D. Although the limit of the numerator is too, the limit of the denominator is not. If the limit exists, find it by other means. Select the correct choice below and, if necessary, fill in the answer box to complete your choice. lim x+7 OA. x-7(x-7) (Type an exact answer in simplified form.) OB. The limit does not exist.