7x2 +4x lim r-00 9 - 3x2

Q: 2x3-5x2+x+6 (b) lim 7x3+xー32

A:

Q: # 3) lim (2x - 4x2 - 5x+6) X→-3

A:

Q: 5. lim,- A.7 A D B 7x²+x-100 2x²-5x B 7|N C. / D.2

A:

Q: 4x2 -5х + 1 lim х-2 2х - 1 2.

A:

Q: 3x²-6X lim 4X-8

A:

Q: 9x2 + 8х — 7 lim 4x

A:

Q: x³ – 3x² +4 lim 2x3-5x2 +8x-4

A: Givenlimx→2x3-3x2+4x3-5x2+8x-4

Q: Evaluate the limit.

A:

Q: 6x5 + 1 lim x→00 2x5 +3x2 + 4

A:

Q: 오) Lim 3X-6

A:

Q: 5x esr lim 2x2 -7x+3

A: Given,            limx→∞e5x2x2 - 7x + 3

Q: 7x2 – 9 lim X-00 4.x +3

A:

Q: 4x3 + 3x2 15) lim 15) x-- 0 x- 5x2 D) - 3 A) o B) – C) 4

A: topic - limits

Q: 10x2 – 40x – 50 lim - 5

A:

Q: Find each limit.

A:

Q: Evaluate this limit:

A:

Q: 9x2 lim x+00 x+2

A:

Q: 2x2-3x Find lim х-4 4x3-8х+13-

A:

Q: 5x2 - 2 25. lim x+3

A:

Q: 6x2 d) lim 0 r2 - 7

A:

Q: a. lim+ 2* 3x² "

A:

Q: Find the limit.

A: L'Hospital's rule: Suppose that there are two differentiable functions fx & gx & limx→c…

Q: lim r2 -7x-18 x-2 x+2 ||

A: To find: The limit of . Calculation: The limit of can be obtained as, Further simplify as follows:

Q: Find:

A: Given, limx→1x3-3x2+72x-5 Now plug the value of x=1 we get, ⇒13-312+721-5⇒1-3+72-5

Q: 8x2 + 7x!/3 lim X -00 /16x4 +6

A: To evaluate the below limit

Q: Find the one-sided limit

A: Given: limx→-12+6x2+x-14x2-4x-3

Q: 5x limx→-0 8+3x2

A: Given,           limx→-∞5x8+3x2

Q: Find each limit.

A:

Q: Find the limit.

A: The limit of a function(expression ) is a value of that function (expression ) approaches as the…

Q: lim 6ex - 4 X→4

A:

Q: 20x2 – 3x Calculate lim x→0 ° 3x5 – 4x2 +5

A: It is given that, limx→∞20x2-3x3x5-4x2+5.

Q: Find the limit

A:

Q: 6x6 – 7x3 + 31 lim =→0 2 – 10x² – 4x6

A:

Q: 16x2 – 7x - lim x → 00 3x3 - O -16

A:

Q: V3 - 2 lim H:-4 5.

A:

Q: 12x + 13x2 lim 13x3 - 7

A: limx→∞12x3+13x213x3-7=limx→∞x3(12+13x2x3)x3(13-7x3)=limx→∞(12+13x)(13-7x3)=(12+0)(13-0)=1213

Q: lim 5x2

A:

Q: 3. lim x→ - 00 4x2 -4

A: We have to evaluate the following limit: limx→-∞x2+34x2-4

Q: lim ((6x + 2) (3x² – 3)) = x-6

A:

Q: lim /4 - 2g(х) х-2

A: Givenlimx→2 4-2g(x)

Q: -2x-4 =? x-2 r3 + 2x2. lim

A: We have to find the limit.

Q: 2x3 6) lim- 3--3X²-4

A: we need to evaluate the expression limx→∞2x33x2-4 limx→∞2x33x2-4=2limx→∞x33x2-4

Q: lim 3t5-7t= t -3

A:

Q: 2V+x 4. lim 3х-7 х-3 5. lim V4x² +25

A:

Q: Vx2 – 9 lim 2х — 6 -

A:

Q: 7x2+8х 3-limx0 4x2

A:

Q: lim (3x3 – 2x2 + x – 6) X→4

A:

Q: 4x4- x3 + x2 lim 5x2 + 2x

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.