I have a math practice test tomorrow that I need to check my answers for. I have the work but I don't want to turn it in if it is wrong because it's worth a lot of points. Thank you!

1.

Enter x-values into the table below to determine function values for a function f (x) for various inputs. Use the function values in order to determine the answers to each question below. f(x) 4.9 -1.98 4.99 199.8 4.999 19997.999999987 4.9999 -1999980.000009322 5 undefined 5.0001 -2000020.000009322 5.001 -20001.999999987 5.01 -200.2 5.1 2.02 5-1 try value clear table DNE undefined lim f(x) lim f(x) = lim f (x) = f (5) =Enter x-values into the table below to determine function values for a function f(x) for various inputs. Use the function values in order to determine the answers to each question below. f(x) 1.9 3.4 1.99 3.04 1.999 3.004 1.9999 3.0004 2 undefined 2.0001 2.99959999 2.001 2.995999 2.01 2.9599 2.1 2.59 2.1 try value clear table -CO DNE undefined lim f(@) = lim f(*) = lim f(x) f(2) =The function f is shown below. Determine the equations of all vertical and horizontal asymptotes of f and the equivalent limit equations. Graph of f 19 40 -10 08 7 6 -5 4 -3 -2-1 1 2 3 4 5 6 7 8 9 10 There are a total of four ~ vertical / horizontal asymptotes. There is a horizontaly asymptote at y = There is a horizontaly asymptote at y = There is a horizontal~| asymptote at y = There is a horizontaly asymptote at y =Use the definition of continuity to determine whether the function f (x) graphed below is continuous at x = 6. Graph of f -10 -9 -7 6-5/4-3 2 3 4/ 5 6 7 8 DNE undefined Since lim f(x) and lim f(x) = it can be determined that lim f(x) 1-+6 exists and is equal to Furthermore, it can be seen that f (6) = Therefore, it can be stated that the function f(x) is [ at x = 6 because */The graph of the function f (@) is shown below. State all values of x in the open interval -9