t. x +2 x2 + 4x + 13 lim r2 - 4r -21

Q: 10. lim, [(2)(x²+x-5)] A. -6 B. 0 C. -2 5 D. 4

A:

Q: -2X-4 O lim x³+2x? X-2

A:

Q: h 4 (b) Lim h-0 V5h +4 – 2

A: Thanks for the question :)And your upvote will be really appreciable ;)

Q: 5x? + 7x – 3 lim x+0 2+3x –11x .2

A:

Q: LL im (x-2x+1) X→-1 2. Lim X'+3 X²-5 3-Lim Yx3X+6 X→-2

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

Q: The lim for b > 0 is: x+b X-b Q1 2/5

A: To find limx→bx-bx-b Let us assume y=x-bx-b Take limit on both side x→b…

Q: (a) (b) 2x3/2 7x² 2 7x + 9 lim x-00 lim x→ 2x3/2 3/2 +9 2x3/2 lim x+00 7√x + 9 7x 11

A: We know that when x tends to ∞, 1x tends to 0.

Q: D-16 2. Lim Z2-1 / Z2+3Z-1 Z- -16 3. Lim (2w+w? / w²+4

A: y→16limy2-y-2y3-6y2-7y+1 At first we will factorize the numerator and the denominator, but we can…

Q: Complete the table and use it to find lim – 3x. x-3 x-2x - 3 2.999 2.99 2.9 3 3.001 3.01 3.1 _x² -…

A: Calculate the each values near x= 3 . If left side and right side are equal than write the value of…

Q: A- The result of the follo 2x² + 3x lim xxx³+x+1 02 Oo O 1 O infinity

A: To find: limx→∞2x2+3xx3+x+1

Q: Q2. Evaluate the following 4-x2 1. lim x-2 3-Vx2+5 t2+3t+2 2. lim t--1 t2-t-2

A: Given: 1. limx→24-x23-x2+52.limt→-1t2+3t+2t2-t-2

Q: 6x c) lim 10 4r – 7

A:

Q: H.W 3. lim V3X-3 X - 3 X # 3 X3

A:

Q: dt 22. lim is x2 - 16 x-4 (A) – el6 (В) 2 e16 (C) 16el6 (D) nonexistent

A: Given: L=limx→4∫4xt2et2dtx2-16 For evaluating given limit, we use L hospital's rule According to L…

Q: If q(x) 3x² find lim q(x). 7e ||

A: Given function is

Q: Write ∞ or -∞ where appropriate.

A: Given  limx→∞1x1/3-1x-14/3

Q: Ex: Find lim, 3f(x) if f(x)%3D x-1 13x-7 x > 3

A:

Q: 2r – 5x²/x Find lim x5/2 – 3x +1 — Зх + 1 X- 00

A:

Q: Q7 a) (-) lim x-0 b) (₂) 2 lim 48 3r

A:

Q: Evaluate lim→0 6-6e 5x+x ,13 6 13 6 13 6 6 -

A: topic - limits

Q: Q 7 Find lim y+21y2 +71y + 51 y2-9

A: Consider the given limits

Q: х -4х — 21 lim -3 2r' - 4x? – 30x

A:

Q: Find the limit

A:

Q: 6xh + 3h2- 5h lim h-0

A: On directly substituting the limit, the indeterminate form 00 will be obtained. So, in such a way…

Q: 2. Calculate x2-4x+8 lim 3x3

A:

Q: (-1)*k² 3k 3x+4x +5 lim a x + 6x +7 lim 12 00 k=1

A: Given, limn→∞∑k=1n(-1)kk23k=limx→∞3x3+4x+5a5x3+6x+7

Q: Given that -3x² + 9x - 5 < f(x) < x² – 3x + 4. Find lim,→-3/2 f (x).

A: Let's find limit of given function.    As per bartleby guidelines only first question was answered.

Q: (2x+1)²-5 lim =? х-0о 2х2+х-1 30 -1

A:

Q: 1– x2 lim r--00 3 + 2x – x3

A:

Q: 7t + 4 lim t→-∞ t2 + 1 – 7t

A:

Q: x3-3x+2 lim-1 (x-1)2 12 15 18 O 3 6.

A:

Q: a) Evaluate V9x(x² – 3x +2) lim (3х — 3)

A: To find the limit:

Q: 8y – 24 lim y-3 2y - 6

A: Given limy→38y-242y-6

Q: X+1 3x-5 lim 3x+1 X-X

A:

Q: 21. lim V2x-6 -3+

A: Topic  = Limits

Q: if f(2) = 4 f(2) =1 Then xf (2)– 2f(x). lim х - 2 X2

A:

Q: Find the limits

A: To find limitlimh→05h+4−2h

Q: x+6x tq 4) lim X→-3 x+3

A: Given, limx→-3x2+6x+9x+3 when x tends to -3 then the given function takes the form 00, which is…

Q: 14. If 6x-1 sf(x)Sx² - 1,find lim f(x). a. 1 b. 35 c. d. -6 e. -35

A:

Q: 3. Evaluate the lim(2x – 7). x-4 а. lim(2x — 7) %3D 2 x-4 b. lim(2x – 7) = 1 с. lim(2x - 7) %3D7 x-4…

A: Given statement, The limit of a function is the value it approaches as the value of x approaches a…

Q: (b) lim *+1 √√2x+6-2 x²-1

A:

Q: x + 3x – 1 lim V4r6 – 2x エ→ーx 2.r

A: We have to find limit

Q: 9q² – 4 – /17+ 12q lim q→-1 q² + 3q + 2

A: We need to evaluate limit. When a limit is in undefined form we may find it by applying L'hopital…

Q: 3x? – 17x + 20 lim X4 4x2 - 25x + 36 Vx +5 - 2 lim x--1 x +1 Vx2 + 3 - 2 lim X-1 x2 -

A: Topic = Limits

Q: 21. Find lim x-5 A. 2 B. 3 x² - 7x+10 x-5 C. 4 D. 5

A: As per the company guidelines we can solve first question. I hope that the given solution will help…

Q: 22 - r - 2 4. lim 40 r – 6r² – 7r+1

A:

Q: -36h2 +216h- 216 lim h-6* h-6

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.