Evaluate 23 - 7x2 +10x lim x² + x – 6 Select one: O a. -6/5 O b. -1/5 Oc. -5/6 O d. 2/5

Q: Evaluate using substitution. lim (1 - 8x3) 3/2 x→ -1

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Q: Evaluate using the identity a3 - b3 = (a-b)(a2+ab+b2)

A: Given limit limx→27 x-27x13-3 We can write the above equation limit as limx→27 x133-33x13-3

Q: Evaluate lim √9-t-3 t-o t

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Q: x² +3x +2 2x? - х-3 b) Evaluate lim

A: Let's factorize the numerator and denominator to see if we can cancel out the common factor.

Q: Evaluate using the identity a3 - b3 = (a-b)(a2+ab+b2)

A: Given limit limx→3 x3-27x2-9 We can write the above limit as limx→3 x3-27x2-9=limx→3 x3-33x2-32

Q: Classify the statement as either true or false. lim 6= 7 x7 Choose the correct answer below. false…

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Q: Find the followinng Ximit lim 9x+5 2

A: Given limx→∞9x2+5x-1

Q: a. Evaluate lim (3x' +7x-16). x+2 b. What is the meaning of this value?

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Q: If t(x)=(8x+9)/(10x+6), find limx→+∞

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Q: 2x²+3x Evaluate lim,→∞ x3+x+1 O None O O

A: We have to find limit

Q: Evaluate using the identity a3-b3 = (a-b)(a2+ab+b2)

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Q: Evaluate using substitution.

A: The Given limit is limx→-11-8x33/2

Q: Find lim x→3- x2 – 9 for o, -inf for -o, and DNE

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Q: Find the following: x/3 + 9x/5 i. Lim X 06x1/2- 4x1/4

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Q: 16x? – 5x - Evaluate : lim 6x2 + 16 O 2.667 O 0.312 -

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Q: If lim x→-3 for ax2 + ax + bx2 - 1 = 1, find the values of a and b.

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Q: Evaluate using the identity: a3 − b3 = (a − b)(a2 + ab + b2)

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Q: Evaluate using the identity a3 - b3 = (a-b)(a2+ab+b2)

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Q: The value of lim (-x² + 5x – 2) I-2 is O a 10 b 12 O c 4 d 6

A: The given limit is limx→2(-x2+5x-2)

Q: Evaluate using the identity: a3 − b3 = (a − b)(a2 + ab + b2)

A: the given limit is: limx→-2x3+8x2+6x+8 we have to evaluate the given limit using the identity:…

Q: Find the following: i. Lim →x/+9x/6x/−4x/ ii. Lim →(2x−1)/−3x−5

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Q: Evaluate using the identity a3-b3 = (a-b)(a2+ab+b2)

A: Given: limx→1x2-5x+4x3-1 for evaluating given limit, we factorize denominator and numerator

Q: Vx? + 100 – 10 lim x² .2

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Q: V25+x –5 -limx→o

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Q: Find lim,9)→(5,-1) (x³ + 4.x°y – 2xy²) . | 1. 3615 2. 3635 3. 2635 4. 2615 5. 2605

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Q: 10d. Evaluate lim, 47(t) t→4

A: Given

Q: Evaluate: Lim m) a² + 3x – 4 x->4,

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Q: Evaluate using substitution.

A: To find limx→2x3+4x Substitute x = 2 in x3+4x                    limx→2x3+4x=23+4(2)…

Q: Evaluate in terms of the constant a. lim (4t - 2at + 3a) t→ -1

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Q: Find the following: lim x2- 5x +6 x-2- а.

A: To find the limit: limx→-2-x2-5x+6. Solution: Evaluating the limit.…

Q: 372 + 6 Evaluate lim, -2r Select one: A. - O B. - C. A O D. С. уз

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Q: Evaluate in terms of the constant a. lim (4ah + 1a) h→ -2

A: Consider the given limit as limh→-24ah+a Apply the limit as limh→-24ah+a=4a-2+a=-8a+a=-7a Hence, the…

Q: Which is the lim a* ? xo- 1 -1 +00

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Q: 2a? Find lim а->-га* — а — 2 a→-1¯ a

A: We have to find lima→-1-2a2a2-a-2.

Q: - 29x - 76x + 41 Determine lim X→- 00 121x + 34x – 472

A: We need to evaluate the following limit limx→-∞343x3-29x2-76x+413121x2+34x-472

Q: Evaluate using the identity a3-b3 = (a-b)(a2+ab+b2)

A: Given

Q: Q 3/ A- Find lim,

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Q: Evaluate 3+x lim,¬4¹ (x-4)(x+2) 01 0 0 8-8 O +∞

A: The given limit is: limx→4+3+xx-4x+2

Q: V4x – 7y – 4 Find lim by rewriting the fraction first. 4х -7у - 16 (ху) ->(4,0) 4x - 7y + 16

A:

Q: Exc. Eind. Lim (x-1) y3

A: Solution:

Q: evaluate the following lim 3x²+\ X (x-3) (x+2) 2.

A: First question Simplify the denominator as (x - 3)(x + 2) = x2 - x -6

Q: Evaluate using substitution. lim (2x3 - 4) x→ -1

A: Given: limx→-12x3-4

Q: In (x-2) lim x2+ In (x² −4)

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Q: Vx+4 -2 1 limx-0 2 True False O

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Q: Find lim Vx-1 メー メーラ →o

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Q: Evaluate using substitution. lim x - 5/2x→ 4

A: Since, we have to evaluate the function using substitution given below:-limx→4(x)-52  -(i)

Q: Classify the statement as either true or false. lim 2 4 X4 Choose the correct answer below. true…

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Q: Find the following I - 6 (a) lim 14- 4 (b) lim 1-3 27 - r3 (c) lim z-6 (x – 6)6

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Q: 19x? 8x - Evaluate : lim 4x2 + 18

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Q: evaluate using substitution.

A: We substitute x=3