Question: Q4). F(x) = x^2/x-6Round to the nearest integer 5.9 5.99 5.999 6 6.001 6.01 6.1 Number f (x) Number Number Number Number Number Undefined Round

Q4). F(x) = x^2/x-6Round to the nearest integer

5.9 5.99 5.999 6 6.001 6.01 6.1 Number f (x) Number Number Number Number Number Undefined Round your answer for the limit to two decimal places. If the limit does not exist, enter DNE. lim r +6 Select the option that best describes the behavior of f (x) as a approaches 6. The limit exists. The graph approaches the same value from the left and right of x = 6. The limit does not exist. The graph approaches negative infinity from the left of x = 6 and O positive infinity from the right of x = 6. The limit does not exist. The graph approaches positive infinity from the left of x = 6 and O negative infinity from the right of x = 6. O The limit does not exist. The graph fluctuates in output values near x = 6
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