Use the information provided to sketch an accurate curve0 on x E (-1,1) f'(x) 0 on x E (-6, –4) U (-2, 0) f"(x) Extracted text: lim_ f(x) =-0 lim f(x) = ∞ x→-2+ lim f(x) =-3+ x--2- X00 f(-7) = 3 f'(-4) = 0 f(-6) = 0 f'(-1) = 0 f(-4) = -2 f'(1) DNE f(1) = 3 f"(-4) = 0 f(2) = 0 f(-1) = 0 f"(-6) = 0 f' (x) > 0 on x E (-1,1) f'(x) 0 on x E (-6, –4) U (-2, 0) f"(x)

lim_ f(x) =-0 lim f(x) = ∞ x→-2+ lim f(x) =-3+ x--2- X00 f(-7) = 3 f'(-4) = 0 f(-6) = 0 f'(-1) = 0 f(-4) = -2 f'(1) DNE f(1) = 3 f"(-4) = 0 f(2) = 0 f(-1) = 0 f"(-6) = 0 f' (x) > 0 on x E (-1,1) f'(x)...

Use the information provided to sketch an accurate curve

lim_ f(x) =-0<br>lim f(x) = ∞<br>x→-2+<br>lim f(x) =-3+<br>x--2-<br>X00<br>f(-7) = 3<br>f'(-4) = 0<br>f(-6) = 0<br>f'(-1) = 0<br>f(-4) = -2<br>f'(1) DNE<br>f(1) = 3<br>f

0 on x E (-1,1) f'(x) < 0="" on="" x="" €="" (-0,–2)="" u="" (-2,="" –1)="" u="" (1,="" ∞)="" f"(x)=""> 0 on x E (-6, –4) U (-2, 0) f"(x) < 0="" on="" x="" e="" (-00,="" -6)="" u="" (–4,="" –2)="" "/="">
Extracted text: lim_ f(x) =-0 lim f(x) = ∞ x→-2+ lim f(x) =-3+ x--2- X00 f(-7) = 3 f'(-4) = 0 f(-6) = 0 f'(-1) = 0 f(-4) = -2 f'(1) DNE f(1) = 3 f"(-4) = 0 f(2) = 0 f(-1) = 0 f"(-6) = 0 f' (x) > 0 on x E (-1,1) f'(x) < 0="" on="" x="" €="" (-0,–2)="" u="" (-2,="" –1)="" u="" (1,="" ∞)="" f"(x)=""> 0 on x E (-6, –4) U (-2, 0) f"(x) < 0="" on="" x="" e="" (-00,="" -6)="" u="" (–4,="">

Jun 03, 2022

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lim_ f(x) =-0 lim f(x) = ∞ x→-2+ lim f(x) =-3+ x--2- X00 f(-7) = 3 f'(-4) = 0 f(-6) = 0 f'(-1) = 0 f(-4) = -2 f'(1) DNE f(1) = 3 f"(-4) = 0 f(2) = 0 f(-1) = 0 f"(-6) = 0 f' (x) > 0 on x E (-1,1) f'(x)...

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