The figure to the right shows the graph of g'(x).a) What does g'(0) = ? ... How about g'(3)?c) From the graph, g'(1) = -8/3. What does this tell us about the graph of g?d) From the graph, g'(4) = 7/3. What does this tell us about the graph of g?e) Is g(6) - g(4) positive or negative (those are g values not g')? Explain.f) Find (if they exist) any value(s) of x, where g'(x) = 0?h) What interval is g(x) increasing? What interval is the g(x) decreasing? How do you know?I am unable to open a file so please don't make the explanation a file.

The figure to the right shows the graph of g'(x). The graph of g'(x) a) What does g'(0) = ? ... How about g'(3)? c) From the graph, g'(1) = - . What does this tell us about the graph of g? d) From the graph, g'(4) = -. What does this tell us about the graph of g ? e) Is g(6)-g(4) positive or negative (those are g values not g' )? Explain. f) Find (if they exist) any value(s) of x, where g'(x) =0? h) What interval is g(x) increasing? What interval is the g(x) decreasing? How do you know