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Can anything be said about the graph of a function that has a 2nd derivative that is always equal to zero. Please give reason(s) for your answer.
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If the second derivative is always 0, then the first derivative must always be a constant. If the first derivative is a constant then the function must be a line (the slope of the line never changes).
Does that make sense?
yes
thx
the function is "linear" as polpak just said.
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the function would be a horizontal line right?
y = 4 y'=0
not necessarily
are we talking about the value for y'? or y' itself?
y'' = 0, Therefore y' = C, therefore y = Cx
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ahhh.... y'' these old eyes cant see that much anynore :)
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