Please answer 10 and 11 Find the limit of the following using tabular method (1 points each) 10) lim x-16 11) li -4...
15. If limg tf(x) - 16, then find the following limit lim sin(π . 15. If limg tf(x) - 16, then find the following limit lim sin(π .
16 Find the limit. lim (In xj8/x X-> 00 lim (In x)/x = (Simplify your answer.) X-00
find the following limit using L'Hopital's Rule. (c) lim x tan (1/x) x-10
Find the indicated limit if exists. lim x2-16 3) x 4 x 4 A) The limit fails to exist. 08 B) 4 DO
Find the limit by rewriting the fraction first lim x-y 10-10y lim (Simplify your answer. Type an exact answer, using radicals as needed) Find the limit by rewriting the fraction first lim x-y 10-10y lim (Simplify your answer. Type an exact answer, using radicals as needed)
answer plz 1 - Inx 11. Find the following limit using the definition of a derivative: lim x-e
3. (10 marks) Find the limit and prove it using the definition. 4x2 + 13 lim x+ x2 + x + 1 4. (10 marks) Find the limit and prove it using the definition. 4x3 + 13 lim *40x2 + x + 1
4. (10 marks) Find the limit and prove it using the definition. 4x3 + 13 lim x70x2 + x +1
6. Find the limit for the following, if it exists: [10 points) a) lim V12x + 3 X2 b) lim tanx
7. Find the limit using L'Hospital's Rule. (4 pts) 1 lim X+0+ x ex - 1)