Let f(x)=x²+3 ifx<1 3x+1 ifx21 lim f(x) b) d) lim f(x) lim f(x) ƒ(1) Find

Q: What is lim1 f (x) ? X

A: Find your answer below

Q: Use a graph to explain the meaning

A: Given: limx→af(x)=∞For instance:Let us consider the function to be f(x)=1x2then  limx→0f(x)=∞

Q: 6. Consider the function f Cx)=5(o+5)-25 if X#し if xfO D.IS fCx) continuous at X-0? EXPlain

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Q: x – 1 is X +2 The rang of f(x)= y = ,

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Q: d. lim x_1 x-1

A: Since there are multiple questions so according to guidelines we can solve only first one.

Q: If 2x – 1 < (x) <x² for 0 < x < 3, find lim f(x)

A: The solution of above question is written below.

Q: sec x lim sec(3x)

A:

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A: Find the limits with the psoitive and negative values.

Q: to if iz fx) < x (x)_ +4x+4,for allx, find Lim f(x)

A:

Q: (-2x + 3 if x 1 Evaluate the lim f(x) where f(x) x→1

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Q: Use the graph of the function f shown below to respond to each prompt. The first prompt is worth 3…

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Q: Use a graph to explain the meaning of

A: Given that, limx→a+fx=-∞

Q: a. Estimate the value of lim f(x).

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Q: (Inx)? lim

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Q: If 2x – 2 < f(x) < x² – 2x + 2 for x 2 0, find lim f(x). X-2

A: The objective is to find the limit.

Q: 2. If lim(x) – 8 I-1 x-1 10, find lim f (x). Explain your answer. %3D

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Q: x+1 if x<4 lim f (x) if f(x) = - |(x- 4)° +3 if x4

A: Given Function f(x) is given . This function is branch function . We are asked to Evaluate its limit…

Q: SX IF X <1 Let F(X) = (^(X-2) IF XZ1 a, Find Limx→1¹ and lim x⇒ F(x) b. does LIM X→1 f(x) exist? C,…

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Q: Find Lim as attached . f(x) = 3x − 2

A: Consider the provided function, fx=3x-2 Find the limit of the provided function, limx→0fx+x-fxx…

Q: 2 lim_x(x²) +0+x

A:

Q: What is the definition of lim f(x)?

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Q: Find lim f(x). Im f0) -O x-2" X--2" (2.4) (4.3)

A: solution:-left hand limitlimx→2-f(x)=0

Q: (d) lim x/x

A: Given: Let y=limx→∞ x1x To Find: To evaluate the given limit.

Q: Find lim f(x), where lim x→4 f(x)-5 X-4 X-2 = 13

A: We need to apply the limits to find the expected value

Q: If lim x-4 x-2 f(x)-5 - =1, find lim f(x) X-4

A:

Q: True or false: If lim f(x) = f(a), and x1 is closer to a than x2, then f(x1) is closer to f(a) x→a…

A: The given statements is: If limx→af(x)=f(a)  and x1 is closer to a than x2 then fx1 is closer to…

Q: Don't use der

A: The objective of this question is to find the limit of the function f(x) as x approaches -2. The…

Q: B. Determine if lim f (x) = f (c)

A: