Chapter 2 - MDC Faculty Home Pages
Chapter 2 - MDC Faculty Home Pages
Chapter 2 - MDC Faculty Home Pages
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Find the absolute maximum and absolute minimum values of the function, if they exist, on the indicated interval.<br />
65) f(x) = x4 - 32x2 + 2; [-5, 5]<br />
A) Absolute maximum: 0, absolute minimum: -254<br />
B) Absolute maximum: -254<br />
C) Absolute minimum: 0<br />
D) Absolute maximum: 2, absolute minimum: -254<br />
66) f(x) = -x2 + 6x - 9 : [3, 3]<br />
A) Absolute maximum: 0; absolute minimum: 0<br />
B) Absolute maximum: 18; absolute minimum: 0<br />
C) Absolute maximum: 0; absolute minimum: 1<br />
4<br />
D) Absolute maximum: 1; absolute minimum: 0<br />
67) F(x) = 3 x ; [0, 8]<br />
A) Absolute maximum: 2, absolute minimum: -2<br />
B) Absolute maximum: 8, absolute minimum: 0<br />
C) Absolute maximum: 0, absolute minimum: -2<br />
D) Absolute maximum: 2, absolute minimum: 0<br />
18<br />
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