2x2 + 1 9. lim x→2 3x

Q: 2x4 y lim (x,y)→(0,0) x³ + 6y²

A: We will discuss about the given limit.

Q: 4 ex lim X 4 + 3e*

A: Given,              limx→∞4-ex4+3ex

Q: 42t lim t+0 4 - 1 - 1

A:

Q: O Find Lim メー→2 2- (2X 2- x X +2

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

Q: - e4 7. lim. x-2x² - 2x ex2

A: We have to find out limit

Q: 3) lim (x² + y²)' 1.

A: Given: limx→0y→0x2+y2x

Q: x² – 4 - lim 3 x→-2 x + 8 O 2/3 О 13 О 13

A:

Q: 3x? – 17x + 20 lim 44x2 - 25x + 36 Vx+5-2 lim x+1 Vx2 + 3 - 2 lim --1 x2 - 1

A:

Q: 4xy (d) lim (x,y)(0,0) x +y 2.

A: Given  Change to polar coordinates

Q: lim V 5x + 40 X--8-

A: Given          limx→-8-5x+40

Q: ev2x-y lim (x,y)→(3,2) x*-4x2 lim (x,y)¬(0,0) \x²+2y²,

A:

Q: 4x2 lim (a,y)(0,0) 4x2 + 4y?

A:

Q: tan? 3.x lim x→0 4x2

A: Given: limx→0tan23x4x2

Q: V1+ 4x6 lim t→-o 2 – x³

A:

Q: Find each limit, if it exists.

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Q: 5x - lim X-00 Vx2+4

A:

Q: 2 --6 2. lim r-2 x2-2

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Q: Vx+4-Vx2+x+4 7. lim x-0

A: Explanation and solutions is given below....

Q: 4) lim1+ 1 = ? %3D - r-

A:

Q: x--2xy lim (x,y) - (2,1) x²-4y² .A 3 .B 1 4 .C .D 1 2 ONIM

A:

Q: 9r2 +2r 5 (h) lim 5x +3

A: Topic = Limits As per guidelines , At a time only one question can be answered. please repost for…

Q: If limz - - 19+561 (z² + 38z) = x + iy, what is the value of x - y ?

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Q: |2x+4| lim x->-2+ √x+2

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Q: 22-3r 10 d) lim z5 r2 -r - 20

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Q: If limx→0(2f(x)−15)=45limx→0(2f(x)−15)=45, then what must limx→0f(x)limx→0f(x) equal?

A: Given limx→02fx-15=45 Find limx→0fx

Q: 2x*y? =? .4,2 lim (x,y)→(0,0) x4 + 3y4

A: We find the limit of two variable along the path.

Q: 10x2 + 11xy + lim --1,10) 10х2 — 39ху -

A:

Q: (4x-V16x C. lim +3x-5 3x-7* d. lim x0 2x-15*

A: c)…

Q: De nty. lim Bx+5 6+X6-

A:

Q: lim V4x + 8 X--2*

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Q: 1– x2 lim r--00 3 + 2x – x3

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Q: 19. lim x→2- x2 - 4 y + 6 21. lim y→6+ y² – 36 y +6 23. lim y 6 y2 – 36

A:

Q: If limz→-14+71i (z² + 28z) = + iy, what is the value of x – y ?

A:

Q: 3x?+4x-7 ii) lim x2+9 X00

A: Given query is to find the value of the limit.

Q: Vz2+4-2 (d) lim 22

A: We can find the limit as below.

Q: x2 + 15x + 54 - lim x--6 x² + 36

A:

Q: x²+6x+9 4. lim X--3 x+3

A:

Q: x + 3x – 1 lim V4r6 – 2x エ→ーx 2.r

A: We have to find limit

Q: 4x - x2 5. lim (+4 2- Vx

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

Q: 2. lim. (2y² + y+ 4) ソ→-1

A: Given: limy→-1(2y2+y+4)

Q: 5n³ + (–1)". If y = lim 4n³ + 2

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Q: 2+ sec (3x) (c) lim x→7/6 tan (3x) 1

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Q: 2 V - 3 lim x – x→0 9 – 5 x 3

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Q: 4x? — 25х + 25 (a) lim x→5 x² – 8x + 15 | Vx + 22 – 5 (b) lim x→3 x – 3 -

A: The limit of a function limx→Xfx=Y means that value of  function fx can be as close to Y by making…

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

A:

Q: 1 – sec(2x) 6. lim x→0

A: Topic:- limit calculation

Q: sec (2)7** b) lim ес x→+

A: We have to find limit

Q: 9x2-7x+6 lim I 10z z+10 Evaluate: %3D

A:

Q: 2xy lim (x.y)-(0,0) x² + 2y6

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.