Match three of the below statements to the definition of f that makes them true, and identify the statement that is never true.✓is true if f(x) =x² - 6x +1-44x - 20✓is not true of any function✓ is true if f(x) =vis true if f(x) = 5x² - 6x +4 x < 5x=5x>55 x 26x < 5x=5x>5x² - 8x+1613x - 14x < 5x=5x>51. The limit lim 5 f(x) does not exist but the function is continuous at x = 52. The limit limx→5 f(x) exists but the function is not continuous at x = 53. The limit limx→5 f(x) exists and the function is continuous at x = 54. The limit lim 5 f(x) does not exist and the function is not continuous at x = 5

The given functions, fx=x2-6x+1x<5-4x=54x-20x>5 fx=x2-6x+4x<55x=55x-26x>5…

Match three of the below statements to the definition of f that makes them true, and identify the statement that is never true. is true if f(x) = is not true of any function is true if f(x) = x2 - 6x +1 x < 5 -4 x=5 4x20 x>5 is true if f(x) = 22-6x+4 x < 5 x=5 x>5 5 52 – 26 x² 1 3x - 14 8x+16 x < 5 x=5 x>5 1. The limit lim 5 f(x) does not exist but the function is continuous at x = 5 2. The limit lim 5 f(x) exists but the function is not continuous at x = 5 3. The limit lim 5 f(x) exists and the function is continuous at x = 5 4. The limit limx→5 f(x) does not exist and the function is not continuous at a = 5