a. lim (2x + 3) x-5 b. lim (-²+3x − 2) - x-2 c. lim 5(t-2)(t-3) t→-1 x+3 x 3 x 2 d. lim e. lim 2(2x - 1)³ x-0

Q: 1. Lim 2 x+3x+1 7x²-2x+4

A:

Q: (x²+4x-5)¹/2 lim x→1+ (x²-4x+3)

A:

Q: lin

A:

Q: lim, 1 2²-7x+6 z-1

A:

Q: x + 2 lim (x + 3) -2 b. x + 2

A:

Q: x2 + 5 2. lim 9x4+2x+4

A: limx->∞x2+59x4+2x+4

Q: 6х2+1 2. Find lim X→0 V4x4+3x+1

A:

Q: 2x2+3x 2. limx0x3+x+1

A: To find the limit

Q: x* +x² – 1 limx→c x²+5

A:

Q: 5x3 -7x4-2x²+3 2x3 - x² +1 a. lim X>-00 | 5x³ – 2x² +3 b. lim 2x3 - x² +1 X→+∞

A: Here given as…

Q: 28x2 + 949x – 2124 а. lim x→-36 37x² + 1380x + 1728

A:

Q: t2+3t+2 2. lim t--1 t2-t-2

A: To find the limit of the given function

Q: 2. Find lim 7x+5

A: limx→∞7x+5x2-4x=limx→∞x(7+5x)x2(1-4x)=limx→∞(7+5x)x(1-4x)

Q: 9x2 lim x+00 x+2

A:

Q: 5x' +8x² lim x→0 3x* – 16 r? 3

A: Cancel out the common factor from numerator and denominator than put the x and calculate limit.

Q: V9x2 + 4 96, lim x-0 6x +1 X00

A: Solve the limit

Q: lim (4x2 + 2x + 5) = 5x→0

A: We will plug x=0 in place of x

Q: 2x – -12x + 40 3x2 + x – 14 14) lím エ→2

A: We will find the value of the limit as following.

Q: 3x - 7x x-0 2x - 15x d. lim

A: The aim of the problem is to evaluate: Concept used:Indeterminate forms often appear when dealing…

Q: 4х+2 1. lim 9x² -3 2

A:

Q: x2 + 6х + 5 lim х— -1 х — Зх -4

A: Given,          limx→-1x2+6x+5x2-3x-4

Q: x² + 7x- 18 lim 6- 1 -69

A: Given

Q: x³ +9x² +20x lim X→1+ x? + x-12

A: Since you have asked multiple questions in a single request we would be answering only the first…

Q: 2x2-3x-2 1. lim x→2 x-2

A:

Q: 10 a. lim 3-2 2x+1 b. lim Z x-3

A: Given 1.      lim x→3 10x-22.       lim x→2 2x-1x-3 To find - the value of the given limits

Q: x2-9x+20 d. lim x-4 x2-3x-4 e. lim +2)2-4 X-0 3x2-x-10 f. lim- x-2 x2+5x-14

A:

Q: 5x2 + 5 lim x → 2 9х — 2

A:

Q: lim x>-3- x² +2xr-3 a. X- 7X b. lim x>-3+ x2 +2x-3 lim x>-3 x² +2x-3 C. X- ,X

A: