If f (x) = |x-1| then lim f(x), lim f(x) and lim f(x) are... respectively x-1 x→1- x→1+ x→1 |x-1| Jika f (x) = maka lim f(x), lim f(x) dan lim f (x) secara berturut-turut adalah... x→1 x-1 x→1- x→1+ 1. O 1,-1, tidak ada (does not exist) 2. O -1, -1, -1 3. O 1, 1, 1 4. O -1, 1, tidak ada (does not exist)

Q: х+4 a) Compute lim X3 (x-5)(x-3)

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Q: 8.Consider the graph of a function f(x). & E a) lim f(x) 5. b) lim f(x) 10 -5 10 -10 c) lim f(x) d)…

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Q: 1. Let f(x) = 7+10. Find (A) lim f(x). (B) lim f(x). (C) lim f(x). 2²-1-2 1²-7x+10° x-5

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Q: f(r) -2 -1 3

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Q: * +3 ,x1 „x>1 g(x) exists? Justify. 1+1 f(x) a) Does lim f(x) + g(x) exists? Justify. b) Does lim

A: Solve the given function

Q: Find the limit

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Q: 2)

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Q: x² – 9 (b) lim x→3- x + 3

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Q: Difference between f(c) and lim f(x) as x approaches c

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A: Let's evaluate limits.

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Q: Use for question #1-8 NJ -2 -3 5

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A: We know that, limx→afx=l, if: limx→a+fx=limx→a-fx=l

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Q: ل بريال

A: From the graph of given function

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Q: Is there a function f such that limx→1 f(x) = 0 and limx→1 f(x) (x-1)³ = -∞?

A: To find:- A function f such that limx→1fx=0 and limx→1 fxx-13=-∞

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