Let h be a twice differentiable function, and let h(6)=7, h′(6)=0, and h′′(6)=0.What occurs in the graph of h at the point (6,7) ?Choose 1 answer:(A) (6,7) is a minimum point.(B) (6,7) is a maximum point.(C) There's not enough information to tell. Get tutor help
Let h be a twice differentiable function, and let h(−2)=2, h′(−2)=0, and h′′(−2)=−1.What occurs in the graph of h at the point (−2,2) ?Choose 1 answer:(A) (−2,2) is a minimum point.(B) (−2,2) is a maximum point.(C) There's not enough information to tell. Get tutor helpLet h be a twice differentiable function, and let h(8)=5, h′(8)=0, and h′′(8)=−4.What occurs in the graph of h at the point (8,5) ?Choose 1 answer:(A) (8,5) is a minimum point.(B) (8,5) is a maximum point.(C) There's not enough information to tell. Get tutor helpLet h be a twice differentiable function, and let h(5)=1, h′(5)=0, and h′′(5)=2.What occurs in the graph of h at the point (5,1) ?Choose 1 answer:(A) (5,1) is a minimum point.(B) (5,1) is a maximum point.(C) There's not enough information to tell. Get tutor helpLet g be a twice differentiable function, and let g(4)=−2, g′(4)=0, and g′′(4)=6.What occurs in the graph of g at the point (4,−2) ?Choose 1 answer:(A) (4,−2) is a minimum point.(B) (4,−2) is a maximum point.(C) There's not enough information to tell. Get tutor helpLet g be a twice differentiable function, and let g(−6)=−1, g′(−6)=0, and g′′(−6)=−3.What occurs in the graph of g at the point (−6,−1) ?Choose 1 answer:(A) (−6,−1) is a minimum point.(B) (−6,−1) is a maximum point.(C) There's not enough information to tell. Get tutor helpLet f be a twice differentiable function, and let f(−7)=6, f′(−7)=0, and f′′(−7)=−5.What occurs in the graph of f at the point (−7,6) ?Choose 1 answer:(A) (−7,6) is a minimum point.(B) (−7,6) is a maximum point.(C) There's not enough information to tell. Get tutor help
