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What does f''(5)=10 tell you about a graph if f'(5)=0?
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f'(5)=0 ----> at x=5 there is a maximum OR a minimum f''(5)=10 >0 --> it is a maximum
OK then this is one of thoes exceptions, because the graph is concave up when x<10 and the graph contains 10,5
not sure how 5, 10 can be a maximus
let me lay out the conditions and you can tell me where i am messing up
sorryyyy my bad... it is a minimum when f'' is positive we have a minimum
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f(10)=5 f'(5)=0 f''(5)=10 f''(x)<0 if x>10 f''(x)>0 if x<10
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