The table above gives values of the differentiable functions f and g and their derivatives at x=2. If h(x) = (4f(x))/(g(x)+1), then h'(2)=

not sure sorry

Step-by-step explanation:

not sure sorry owo

Domain: The set of all real numbers
We can plug in any x value we want and there aren't any restrictions. There aren't any holes, jumps, gaps, or asymptotes



Range: Only one value is in the range and it is the value 2. We can write this as {2}. The curly brackets indicate "set". It is possible to have a set of only 1 item inside.

The range is the set of y value outputs. In this case, the output is 2 because we have a horizontal line. No matter what the x input is, the output is always 2. This is known as a constant function. The output is constantly the same.