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Mathematics, 08.12.2019 12:31 vcasela

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which description could correctly describe the graph of f(x)=βˆ’x4+2x3+21x2βˆ’62x+40?

a)the function approaches infinity as x approaches positive or negative infinity. the function has a local maximum at (1.47,5.34) and local minima at (βˆ’4.72,βˆ’764.22) and (3.25,βˆ’21.62). the function has zeros at (βˆ’7,0), (1,0), (2,0), and (4,0).

b)the function approaches negative infinity as x approaches positive or negative infinity. the function has local maxima at (βˆ’3.23,283.11) and (3.26,17.41) and a local minimum at (1.47,βˆ’4.08). the function has zeros at (βˆ’5,0), (1,0), (2,0), and (4,0).

c)the function that approaches negative infinity as x approaches positive or negative infinity. the function has local maxima at (βˆ’5.96,40.04) and (βˆ’1.43,3.51) and a local minimum at (βˆ’3.11,βˆ’8.11). the function has zeros at (βˆ’7,0), (βˆ’4,0), (βˆ’2,0), and (βˆ’1,0).

d)the function approaches infinity as x approaches positive or negative infinity. the function has local maxima at (βˆ’3.23,283.11) and (3.26,17.41) and a local minimum at (1.47,βˆ’4.08). the function has zeros at (βˆ’5,0), (1,0), (2,0), and (4,0).

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which description could correctly describe the graph of f(x)=βˆ’x4+2x3+21x2βˆ’62x+40?
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