[-/1 Points] DETAILS Determine whether each statement is true or false. You have one submission for each state (a) f(x) is concave up on the interval (a,b) if f"(x) > 0 on (a,b). OTrue OFalse (b) A(x) is concave up on the interval (a,b) if f'(x) is increasing on (a,b). OTrue OFalse (c) ((x) has an inflection point at x - c if x = c is in the domain of f(x) and f"(c) = 0. OTrue OFalse (d) f(x) has a relative minimum at x = c if f"(c) > 0. OTrue OFalse Points] DETAILS MY NOTES Math 1 10 Course Resources Curve Sketching Course Packet on Inflection points The following graph corresponds to f"(x], the second derivative of (x]. If the graph does not appear, please relead the page Based on the above graph of the second derivative of fay, determines the m riber Inflection pilots of ti, you may sumsthe that ? "tel is continuous, I (a) is defined for al s, and ? "to) = 9 joely when s - -, Enter the number of Inflection point of rope Determine the i-coordinates of the inflection points, Enter your andout a ated Bit of valuas The order of the values does not matter, Inter off If :) does not have any inflection points. Type hate to search O RT Sunny A CD4 404 6509 12:14 PM