Find the limit. 1. lim┬(x→-1)⁡〖(2x^2-x-3)/(x+1)〗 2 lim┬(h→0)⁡〖(√(2+h)-√2)/h〗 3. lim┬(x→5^+ )⁡〖(x-5)/(x^2-25)〗 4. lim┬(x→0^- )-〗⁡〖3/x〗 5.lim┬(x→0)⁡〖(-〖2x〗^3+3x-1)〗 6. lim┬(x→3)⁡〖(x+1)/(x-3)〗 7.?(?)={?3 +3 ?≤2 ? > 2   lim┬?→2 ?(?)

Q: Find the following limits. Show your work. limit as x approaches infinity. A.) 3-7x^5/x+6 B.)…

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Q: Find lim(x→−2)(x^2 − 4)/(x^2 − x − 6)

A: We first factor the numerator and the denominator

Q: lim X->2 x²+3x-10 x²-4 = ?

A: To Find :The above limit

Q: _f(x) 6 5- -4- 3 1- -4 -3 -2 -1 3 -1- 4. 2- 2.

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Q: The limit that can be used to evaluate S(x- 3) dx is, if f(x) = x - 3: k(S-2) O lim, E (2+ 2) ().…

A: Given, ∫25(x-3) dx ⇒f(x) = x-3 To find: Accurate area by using limit. Solution. Divide the interval…

Q: 25x2 - 70xy + 49y? Find lim by rewriting the fraction first. 5x - 7y (x.y)→(7,5) 5x + 7y 25x2 - 70xy…

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Q: (4+3x2 1. lim x-00 \3-4x2. А. -3/4 В. 3/4 С. -4/3 D. 4/3

A: Given query is to find indicated limit.

Q: Calculate the limits

A: To calculate the limit  limx→∞3x7/2+7x-1/2x2-x1/2

Q: 1. lim→- Зx? (2х - 1) 1 + 4x + 3 9. limx--3 x2- 3 2.

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Q: What is f(x^2)? *

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Q: Find the limit as xapproaches 6 (x^2-3x+2)/(x-8) -10 10

A: I am going to solve the given problem by using some simple calculus to get the required result of…

Q: x + 2, 4. If g(x) = }VT6 – x² - 4 4 4.a) lim g(x) x-4 4.b) lim g(x) X-4 4.c) lim g(x)

A: Given function is: gx=x+2,  x<-416-x2, -4≤x≤44-x,  x>4     4(a) To find the value of limx→-4gx

Q: 10. lim Ve+ 2-2

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Q: find the lim as x approaches infinity where

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Q: Find the limit of the function (2x ^ 2 - 4x)/(x + 1) as x increases without bound

A: find limit as 'x' increases without boundlimx→∞ 2x2-4xx+1

Q: 6x +55 –5 lim X +5 x+ -5

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Q: Calculus Question

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Q: Find Limit (x -> 5) (4x2 -12x-40)/(2x-10)

A: To find the limit  limx→54x2-12x-402x-10

Q: Evaluate the limit of (x2 - x - 6)/(x2 + 3x + 2) as x approaches -1.

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Q: 3x* + 9x3 is x-0 5x4 +3x³ 7. lim А. 2 В. З С. 6 D. nonexistent

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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.