HOW DO YOU SEE IT The figure shows the graph of (a) (b) (c) What can you conclude about
Chapter 3, Problem 58(choose chapter or problem)
How Do You See It? The figure shows the graph of \(g^{\prime}\)
(a) \(g^{\prime}(0)=\)
(b) \(g^{\prime}(3)=\)
(c) What can you conclude about the graph of g knowing that \(g^{\prime}(1)=-\frac{8}{3} ?\)
(d) What can you conclude about the graph of g knowing that \(g^{\prime}(-4)=\frac{7}{3} ?\)
(e) Is \(g(6)-g(4)\) positive or negative? Explain.
(f) Is it possible to find \(g(2)\) from the graph? Explain.
Text Transcription:
g^
g^(0)=
g^(3)=
g^(1)=-8/3?
g^(-4)=7/3?
g(6)-g(4)
g(2)
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