19. Determine the following function if continuous at 2 f(x) = (,) ;at x = -1 + 1 A. discontinuous at x=-1 B. discontinuous at x=1 C. continuous at x=-1 D. continuous at x=1

Q: if x<1: if 1<x < 4: 2x if 4<x.

A: Given the function is continuous therefore the left hand limit will be equal to right hand limit…

Q: 72. Is the function given by F(x) continuous on R? x- 5 3.

A: Given function is Fx=3x-5.

Q: 51. Is the function given by G(x) 1 continuous at x = 0? Why or why not?

A: Given: Gx=1x To check whether the given function is continuous at x=0

Q: 1 = x² +1 1. Use the ed definition to prove that the function f(x) = (a) continuous at x = 0. (b)…

A:

Q: 54. Is the function given by SEx + 4, for x s 3, 2x – 1, for x > 3, g(x) continuous at x = 3? Why or…

A: The given function is;  g(x)=13x+4for x≤32x-1, x&gt;3 we have to check the given function is…

Q: 71. Is the function given by g(x) = 4x - 6x continuous on R?

A: To check whether the function g(x) is continuous on ℝ. The given function is gx=4x3-6x Also, the…

Q: Is the function below, continuous as x tends to 5? f(x) = (2x - 6 (x² – 3x 2 - x < 5 x ≥ 5

A: We can solve this as follows:

Q: 17.Determine the following function if continuous at p(x) = 3x? – x +5 ;at x = 1 A. discontinuous at…

A:

Q: _13. Determine if the given function is continuous at the indicated number x = c. -3x-10 x+2 if x*-2…

A: we have to find out

Q: b. Find c that will make the following function continuous at x = (x³ – x - 2 if x 1 - -2x

A:

Q: Which of the following best describes the function below? S(x)={3r if.rs2 |x³ if 2<x f(x) =: A.…

A: To check continuity we find left hand limit and Right hand limit. If they are equal then function is…

Q: 3. Give an example of a function with discontinuities at x =1 and x = 5.

A: To Find : A function that has discontinuities at x=1 and x=5.

Q: Sketch a graph of the function f that is continuous on (-∞,∞) and has the following properties.…

A:

Q: x - 2 Evaluate f (x) = at x = 2. %3D X - 2 Select one: A. Continuous B. Discontinuous

A: