单调性f′>0⇒f↗f'>0 \Rightarrow f\nearrow f′>0⇒f↗ f′<0⇒f↙f'<0 \Rightarrow f\swarrow f′<0⇒f↙ f′≡0⇒f=Cf' \equiv 0 \Rightarrow f=Cf′≡0⇒f=C 凹凸性f′′>0⇒∪ f''>0 \Rightarrow \cup f′′>0⇒∪ //凹 f′′<0⇒∩f''<0 \Rightarrow \capf′′<0⇒∩ //凸 f′′≡0⇒/f'' \equiv 0 \Rightarrow /f′′≡0⇒/ //即斜直线