\fD Question 5 1 pts N 6 8 10 11 12 13 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 [ Select ] on the interval (4, 9). negative positive decreasing increasingQuestion 5 1 pts 5 6 8 9 10 11 12 13 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 [ Select ] v and v [ Select ] on the interval (4, 9). positive concave down concave up negativeQuestion 6 1 pts ol 8 9 10 11 12 13/ 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: . If we are given the information H (9) =2 . then what is the value of H (12)? Answer with an integer.Question 9 1 pts An object's velocity function is given by v (t) = sin(21 - 1). At time / = 0, the object's position is $ (0) = 10. What is the object's position at time t = 3? O $ (3) = --[cos(5) - cos(-1)] O s (3) = sin(3) - sin(0) O s (3) = 10+ [-cos(5) + cos(-1)] O $ (3) = 10 + [cos(5) - cos(-1)]