I would like to know these answer of the questions.

1. [-/1 Points] DETAILS OSCALC1 4.8.357. Evaluate the limit lim ex x ->o yk' Where k is a positive constant.2. [-/1 Points] DETAILS OSCALC1 4.8.358. Evaluate the limit lim In (x) yk , Where k is a positive constant. x - 003. [-/1 Points] DETAILS OSCALC1 4.8.361. Evaluate the limit lim x - a x- a x- a on, where n and a are constants.4. [-/3 Points] DETAILS OSCALC1 4.8.362. MY NOTES Consider the following limit. lim x In(x) x - 0 Determine whether you can apply L'Hopital's rule directly. Explain why or why not. L'Hopital's rule ---Select--- | be applied directly because the limit is of the following form. O O 00 O 10 O o O none of the above How can the limit be altered in order to apply L'Hopital's rule? (Select all that apply.) The limit can be rewritten using algebraic manipulation. The limit can be rewritten by taking the logarithm of the limit and using properties of logarithms. O The limit cannot be rewritten in a form where L'Hopital's rule can be applied. The limit does not need to be rewritten since L'Hopital's rule can be applied directly.5. [-/3 Points] OSCALC1 4.8.366. Consider the following limit. X lim 6 xm x Determine whether you can apply L'Hpital's rule directly. Explain why or why not. L'H6pital's rule be applied directly because the limit is of the following form. 0 none of the above How can the limit be altered in order to apply L'Hopital's rule? (Select all that apply.) : The limit can be rewritten using algebraic manipulation. : The limit can be rewritten by taking the logarithm of the limit and using properties of logarithms. The limit cannot be rewritten in a form where L'Hpital's rule can be applied. 7 The limit does not need to be rewritten since L'Hpital's rule can be applied directly. 8. [0/1 Points] DETAILS PREVIOUS ANSWERS OSCALC1 4.8.367-395D.WA.TUT. MY NOTES Evaluate the limit with either L'Hopital's rule or previously learned methods. lim 8x3 x - 0 sin(x) - x