lim Va? + 8 +1- r .2 I00

Q: VП? + 4h + 5 - V5 (b) lim h>0+ h

A:

Q: lim exp(-nz)r'dr= 1. 2.0 3.

A: The solution is given as

Q: lim x?-x-e X7-2 2. メール 2-2

A: limx→-2x2-x-4x2-2

Q: lim z?= 1 0 2 0 -2 O -1 0

A: To find limz→iz2.

Q: Lim (x?-zx+3) メーフト 2こ

A:

Q: lim I→-3+ x +3 O a O b 1 - 00 O d

A:

Q: lim 4.

A: We’ll answer the 4th question since we answer only one question at a time. Please submit a new…

Q: atua 8r? - Зх + 4 lim I 00 2x2 + 7x

A: We are asked to find the limit

Q: lim I00 5z2 3

A: According to convergence theorem, if ∑an converges, then limn→∞(an)=0

Q: Q: Evaluate :lim k k +2. k? +3. k? +.... +k. k?

A:

Q: x +y - 10 Evaluate, lim (r.y)(4,6) x2 + y? + 2xy-100

A: Solution : We have given  a limit lim(x,y)→(4,6) x + y - 10x2 + y2 + 2xy - 100 And we have to…

Q: -x? + 5x + 14 Evaluate lim x--2 -5x2 – 2x + 16 Submit an exact answer. Provide your answer below:

A:

Q: t? – 16 lim t+4 t-4

A:

Q: Lim x-[xs メ→? 2X2 2x?_8

A: To find the limit

Q: lim (x' – 2x* +5)= x→-2 O a. 22 O b. -11 O C. -13 O d. -18

A:

Q: 2x?y lim (1,9)→(0,0) x4 + y² O A. 1 =? O B. 00 O C. Do not exist. O D. 0

A: The option C is correct.

Q: O lim +24 X.

A:

Q: Vax2+bx+с lim = 2 if a =? %3D d - аx

A:

Q: D limo lim th3 2. te

A:

Q: sin 2.r =? lim Vr3 + r² - x -1 2 112 112

A:

Q: lim  2 t − 18 /5 t − 45 lim 9

A:

Q: lim (メ+3)? メ→。 (xリメー12)

A:

Q: lim (r -2)11/(3-z)

A: Firstly, we take log on both sides and use the result that  log m^n=nlogm.

Q: Find the limits

A: We have to find the limit: limx→2sinx2-4x-2 We know, limx→0sinxx=1 since, limx→0sin00=1 So making…

Q: x+100-10 17. lim

A: You have asked question 17. So I have solve it. I hope it will help you. Best regards.

Q: lim v3x? + 4 V x→2

A: According to the root law of limits, limx→af(x)n=limx→af(x)n and according to the constant multiple…

Q: (h – lim 1) + 1 h-0 h

A:

Q: Find the limit

A:

Q: lim (x, y) - (6, -2) (x?y + 5xy2 + 4)

A: NOTE: Refresh your page if you can't see any equations. . substitute x=6 and y=-2

Q: lim x?e- X00

A: Given

Q: 5n³ + (–1)" -? 4n³ + 2 3 If y = lim n→∞

A:

Q: lim 5r' - 40 x→2 x - 4 А. D. 12 В. 8 E. 15 С. 10 4,

A: Since it 0/0 form. Using L' hospital rule,

Q: v? – 4 lim v2 v3 – 8 .2 - 4

A:

Q: 2x5 – 2x3 Find Lim x-o 7x5 + 5x² А. В. О - - С. D. 217 25 Olo

A: Option (D) is correct.

Q: lim (n22n) / n! = ?

A:

Q: n Σ 1 lim Vn²+i? i=1 n→∞

A:

Q: Evaluate lim (r+ 2) cot(²+5x+ 6). 2+-2+

A:

Q: 2(a +h)2 – 2a2 2(a + h)? lim

A: Expand the square in the numerator and simplify

Q: 4) lim(+ 4x + x*) = ? .2 %3D x0*

A:

Q: find the limit

A: The given limit to be evaluated is,

Q: Solve

A: We have

Q: u + 4 lim u--4 u3 + 64

A: First simplify the given expression then  calculate the limit.

Q: х? — 5х +6. lim x→2 х —2 О а. -1 O b. 0 О с. 4 O d. 2

A:

Q: Find the limit

A: Given, limx→∞2x+53x2+1

Q: z2+3 lim- iz Z+2 7i0 7/2 4 7/2

A:

Q: x? + 4 Find Lim- x-0 2e* + 1 4 А. 3 В. оо 3 D. 4 С. О

A:

Q: Find the limits

A: We have to find the limit: limx, y→0, 03x2-y2+5x2+y2+2 Since it is simple determinate limit so…

Q: lim (n – yn) =? O A. 1 O B. 00 C. 0 O D. -00

A: We need to evaluate the value of the following limit limn→∞n-n

Q: O Lim tanx メーや メ O Lim 2 5+. 6 3) Lim y4 3-→ yリデッチァメネ9

A: As per guideline we have to solve only 3 subparts

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.