1) Evaluate each limit (3 marks each) a) lim *vib) lim C) lim d) lim (1210-6
4. Evaluate the limit (4pts each) 9x4+x (a) lim x -3 (b) lim Vx +25
4. Evaluate the limit (4pts each) 9x4+x (a) lim x -3 (b) lim Vx +25
1. (25 points) Evaluate the limit, if it exists. lim (x3 + 3x² 3 1+ 4x2 + 3.14) 2+1 (b) lim 29- - 9 x² - x - 20 (c) lim 1- -5 5
5. (7 marks) Evaluate the limit, if it exists, or show that the limit does not exist. 51 + y 2.cy (a) lim (1,3)+(0,0) 5x + y + 9-3 (b), lim (x,y)+(0,0) x2 + y2
lim (-1)".n.sin() = ? Evaluate the above limit if convergent. 1 The limit is divergent. 02
• Question 8 Evaluate the limit: lim h 0 (3 + h)2 – 9 h • Question 9 α Evaluate the limit: lim 1 +9 15x + 54 2 - 9
Evaluate the limit lim x→5 x^2 −2x−15/ x^2 −25 Evaluate the limit lim x→∞ x^2 + x /x^5 c. Find all points on the graph of f(x) = 2x^3 −x where the tangent line is parallel to the line y = 149x + 7.
2. Evaluate lim ? (Do NOT use a table or a graph to evaluate the limit.) [6 pts]
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
write clearly please!
2.02 3. Evaluate limit of lim, using L'Hopital's Rule 200 €2.C
(1 point) Evaluate the limit: lim (------) = = DNE X-4