2. Consider the piecewise function f(x)=₁ X, x², -1, *≥2 x<-1 1 ≤x≤2 - What is the lim f(x)? X→2-

Q: 2(x-1)* - y² Lex-1)* +2y (d) Show lim does not exist.

A: Limit exist

Q: х+3if x1 6. lim x→1 f(x) f(x)

A:

Q: 7. Use the definition of the limit of a function to show that if lim f(x) = a and lim g(x) = b, x→x0…

A:

Q: Compute lim (Vr? + 1 – x).

A: Given limit: limx→∞ x2+1-x

Q: 6. Is it true that the limit of a function lim f(c) = L is the same as evaluating a function f(c)?

A: the limit of a function lim f(c) = L is the same as evaluating a function f(c)

Q: If 3x - 5 ≤ f(x) ≤ x² - 3x + 4 for x ≥ 0, find lim f(x). x →3

A:

Q: 3x3 - 4x lim 5x³ – 2 ,3 X→-0

A: Given limit is as below:

Q: If lim H(h) = x and. lim H(h) = y , then find lim H(h3 – h) h→04 h→0-

A:

Q: The limit of the function lim (-1)Inxis x-0 a b C d 1 11

A:

Q: 0- V5 – x – V5+: -

A:

Q: flx) = Jx-7 Lim f(3+h)-f(3) ||

A:

Q: Vx + 4 – 2 Use a table of values to estimate the value of the limit of lim f(x) f(x) ERSIT 2.

A:

Q: s(x) = - V – 1 100 10! 102 103 F (x) 104 105 106 f (x) lim

A:

Q: Evaluate lim (x,y) →(0,0) x³ +35x² + 7y²2 5x² + y² 11

A:

Q: 2х + 14 if x – 3 2 if x = - 3

A:

Q: Find limit of f(x) at x = -5,-3, 2, 4. -5 -2 O 3 6

A:

Q: 3. If f is a continuous function, what can you say about lim f(x)?

A: Given thatf is continuous To determinelimx→1f(x)

Q: V1-x3 16. lim х+1+ V1-x2

A: limx→1+1-x31-x2

Q: find the limit

A:

Q: (M1.4 C) Consider the two functions h(x) = %3D and k(x) 2² + 4x+4 2+x-2 Compute the lim h(x) and lim…

A: Given: The functions hx=x2+x-2x2+4x+4 and kx=x2+4x+4x2+x-2 To find: limx→-2hx and limx→-2kx

Q: (込) 6. (d) lim x→3x-3 x² -9

A: Find the limit . Of [1/(x-3) -6/(x2-9)] when x tends to 3

Q: S 1.4x + 0.8, x -2 f(-2) = lim f(x) = x--2- lim f(x) = x--2+ lim f(x) = || x--2

A: E

Q: The limit of f(x) = sqrt x as x approaches 9 is Infinity 3

A:

Q: For the piecewise linear function, find the following. (If an answer does not exist, enter DNE.)…

A: NOTE: Refresh your page if you can't see any equations. . the given piece-wise function is

Q: Let f be a function defined by f (x) : S4 – x?, x + -3 1. Evaluate l1, x = -3 а. ズ→ー3+ lim f(x) b.…

A: To find out the limits.

Q: Find the limits lim x→1- sin-1x

A:

Q: 3 4x 2 lim a0 7VT+8 x00

A: