Question: b. Determine whether the function x} =x+ 8f +11:er2 +le at x = 2 has a maximum or minimum at the point where x= 2

$b. Determine whether the function x} =x\"+ 8f$ $b. Determine whether the function x} =x\"+ 8f$

b. Determine whether the function x} =x\"+ 8f +11:er2 +le at x = 2 has a maximum or minimum at the point where x= 2 . Justify your answer. [A5] [C2] At x=-3 IROC = f(3.0001)f(3) 0.0001 _ 04.0001) f(3) 0.0001 ((30001)4+0(-3.0001)3+19(3.0001)2+12(3.0001))((3)'+0(3)3+19(3)2+12(3)) 0.0001 =6.0 \\/ At x=0 _ f(1.0001)f(-1) IROC _ 0.0001 _ ((-10001)*+0(-1.000133+19(-1.0001)2+12(-1.0001))-({-1)*+a(-1)3+19(-1)2+12(-1)) 0.0001 \\/ Therefore, the slope Is posltlve on the left (aw-3) side and negative on the right side (x=-1) of x=-2, then the function is a "Vim\" at x=-2 2?. Determine whether the function x} = 31:2 - 42:: has a maximum or minimum at the point where x: -3

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