lim 0 1-Ca52X 2.

Q: 1. lim (5xt2) ス. lim Xター Xコキ 3

A: we have to find the values of: 1) limx→-15x+2 2) limx→72x-53

Q: lim (1,1) J-

A: Hence,lim(x,y)→(4,4)x3-yy3-x=1

Q: 3x² + 4x + 5' (e) lim 6x² + 2

A:

Q: Find lim tan -2 16r-32

A: We have to evaluate the limit function: limx→2x2-416x-32π After putting the value of limit we get…

Q: c. lim (4x -V16x² +3x - 5 X00

A: Note:- Since you have asked multiple question As per our policy, we will solve the first question…

Q: lim(1 + 3x)²/x x→0

A: Concept if limx→0f(x) = 1    and limx→∞g(x) = ∞ then the limx→0f(x)g(x)  = elimx→0[f(x) -1][g(x)]…

Q: 4 – Vx 27. lim x→16 16x – x²

A:

Q: Find the |8z-56| lim, 7 7-I

A: We have to find the limit of: limx→7-8x-567-x

Q: lim (32x-3 +5) 5) ,2r- x→4

A:

Q: [피]-3 lim z--3 a- 2 - 3|

A:

Q: 3) lim (x - 1)-¹ Inx x→1

A: Our Aim is to evaluate the limit of the expression given below:-limx→1x-1-1 ln (x) -(i)

Q: find L1=lim 23+i !-2 !+2

A: Topic:- calculus

Q: In x2 lim

A: Given limit is limx→∞ln x3x5. Evaluate the limit using L'Hospital's rule.

Q: lim 2x (9-1) 2. 1. 4. (大州)→(61)

A: Let given limit is equal to L

Q: The value of lim, el3z-2) is_

A: limx→1e(3x-2)

Q: lue of lim X→-4 2x+8 x²+2x-8* Remember to fully justify your.

A:

Q: 1 lim ex-1

A:

Q: 5. lim (Vx2 +x + 1 -

A: We have limx→∞x2+x+1 -x

Q: lim vx – 3 = 1 x→16

A:

Q: 1-cos2 x 6. lim x-0 9x

A: To find the limit values: limx→01-cos2x9x

Q: Evaluate: " 3x3-3х2-18х lim xsinx+2 sinx

A: Value=?

Q: 6 – x | 21.) lim x' + 1 X 00

A:

Q: x² + 3x 14. lim x→4 x² - x – 12

A:

Q: Vx +9 lim - 3 x2

A: Given rational function is fx=x2+9-3x2

Q: If limz→-3+38i (22 + 6z) = x + iy, what is the value of x

A: Given that z = -3 + 38i So, z2 = (-3 + 38i)2 = 9 - 228i + 1444 = 1453 - 228i

Q: Explain why lim(3x² + &x) can be evaluated by substituting x = 2.

A: Let f(x) is any function and if f(x) has no holes or asymptotes then limx→af(x)=f(a)

Q: lim z7 I -7

A: We are asked to evaluate the limit .

Q: 3) 3x2-5x2+x lim x4

A: Since you have asked multiple question,as per our guidelines we are supposed to answer only one…

Q: 2 - Vx2 - 5 lim X-3 x+3

A:

Q: lim (x – 4)

A: Given:           limx→41x-12x-4 Simplify: 1x-12 Cross multiply:               =2-x2x Simplify: x-4…

Q: 1 lim t→0 \tV1 + tt, t 0

A:

Q: otherwise exist, enter DNE.) x2 + 18x + 81 lim x- -9 x2 + 10x + 9 DNE Need Help? Read It

A:

Q: lim ( 125, + 2 2x – 7 x→5

A: Find your answer below

Q: Evaluate х-3 limx→3 x2—х-6 А. 0.5 В. 0.2 С. 0 D.

A:

Q: Evaluate lim f1x2 and lim f1x2 using the figure. xS-00 yA y 5 f(x) 210 10 23+

A: Consider the given graph as

Q: lim 3* x→1

A: limx→13x

Q: Dont copy from chegg that is wrong. I will Dislike

A: The given limit is limx→06x-3x-2x+1x2

Q: 2. lim (5 = -3 -: x-14

A: 2)      Given:            limx→145-47x=-3

Q: 2 - V2r + 10 a. lim 1-3 r2 +x – 6

A: Since you have asked multiple question, we will solve the first question for you as per our guide…

Q: (a) Write your next step in evaluating lim 10 I+3 (b) Why did you choose to do that step?

A:

Q: sin°(2x) lim tan°(4x) 3 UIS 3

A:

Q: 9 lim + -8-+ I+8 1² + 7x –8,

A: The given expression is:limx→  -8-x+7x+8+9x2+7x-8

Q: 2x2-7x +5 (3). lim X00X-2x+ 1

A: Given limx→∞2x2-7x+5x3-2x+1this is the case of ∞∞ form

Q: 16-4" lim x→2 with out lophit

A: Given limx→216-4x9-3x

Q: lim メ→ーネ x³+8 L' Hospital rule

A:

Q: What is the lim,→1 4x 7 .? x+1

A: limx→1 4xx+1The function is defined at x=1.limx→1 4(1)(1)+1limx→1 41+1limx→1 42=2

Q: 1 lim (2) 1 x 1

A: L'Hospital Rule :  Suppose that we have one of the following cases ,             limx→a f(x)g(x) =…

Q: tan2x 3)- lim,-o 3x

A:

Q: 2) Explain in your own words what is meant by lim f(x) = 5. x→2 Is it possible for this statement to…

A: