2+9-3 1- lim 0

Q: 2. lim (x-7x²-3)

A: We have to find  y= lim   f(x) = lim  (x3 -7x5 -3)      x-> -♾️      x-> -♾️ Indeterminate…

Q: 2) Lim 나-13 X+ 1 x=7x+10

A:

Q: 2a Find lim a--I a -a - 2

A: To find:lima→-1-2a2a2-a-2

Q: x-5 lim - x-5x2 - 25

A:

Q: 4x2 +7 lim x-2- x3 +8 4x2 +7 = -00, lim x-2+ x3 + 8 51. 00

A:

Q: x² +3x +2 2x? - х-3 b) Evaluate lim

A: Let's factorize the numerator and denominator to see if we can cancel out the common factor.

Q: +x Evaluate limx - x²In

A:

Q: 3x²-6X lim 4X-8

A:

Q: lim z2= 10 20 -2 0 -10

A: The objective is to find the limz→iz2. Since z2 is continuous.

Q: X- 4x+ 4 lim x2 2 x + 5x´- 14x

A: We need to solve the limit, limx→2x2-4x+4x3+5x2-14x

Q: 2) lim (+5)a00 (-2a+1)50

A: Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: 19) lim (x2 4x - x) +

A:

Q: 12h + 1 - 1 Find lim

A: Given:

Q: 7- 6x5 19. lim X+0 x + 3

A: Our Aim is to evaluate the limit given below:-limx→+∞ 7-6x5x+3 -(i)

Q: y3 + 8 lim -2 y+2 II

A: To find:limy→- 2y3+8y+2

Q: 7x2 – 9 lim X-00 4.x +3

A:

Q: 2 -2 lim 12 - 1

A:

Q: Va²+9-5 Evaluate lim > 4 %3D x+4

A:

Q: +1 limx0 t2+1

A:

Q: V4-x 5. lim X-2- x-2

A: Given limx→2-4-x2x-2Since we have in the form of 00, we apply L'Hopitals rule limx→2-4-x2x-2=…

Q: V x + 9 - 5 lim X--4 x + 4

A: The objective is to evaluate the limit.

Q: 3n + 2 Calculate lim V7n? +1 n00

A: The solution is 37

Q: 2-4 Find Lim x--23x + 6

A: Given: limx→-2x2-43x+6 To Find: limit

Q: 3*-3-* 25. Evaluate lim xoo 3*+3-x

A:

Q: 9n+100 lim n+2

A:

Q: The limz-10 Z+10

A:

Q: 4 lim y - 16 Evaluate 3 ソ→ -2 y +8

A:

Q: lim I+00 82-71 ||

A:

Q: - 5/2+81 +81 주 lim x--00 2/12+Vt²–167 3

A: we will use the fact that any constant number divided by a very large number (infinity) we get the…

Q: 4 Find Lim x0 2ex-12 A.- В. 51 C. -0.4 D. 0.5 2/7

A:

Q: Evaluate lim 3x | 1+ x-

A: limx→∞1+1x3x

Q: -10 10 +1 lim z6 +1 10 4 5 3.

A:

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.