Wondering if you can help me with this problem. Thank you

The graph of h (x) is shown here. Each portion of h (x) is part of a line or part of a circle. We wish to sketch the graph of an antiderivative, H (x). Complete this reasoning: . Since we can see that h (x) is positive and decreasing on the interval (4, 9), . the graph of H (x) will be V [ Select ] and negative decreasing on the interval (4, 9). positive increasingThe graph of h (x) is shown here. Each portion of h (x) is part of a line or part of a circle. We wish to sketch the graph of an antiderivative, H (x). Complete this reasoning: . Since we can see that h (x) is positive and decreasing on the interval (4, 9), . the graph of H (x) will be [ Select ] V and V [ Select ] on the interval (4, 9). negative concave down positive concave up