Question 2 Evaluate the following limits: 2.1 limx→_3(x® _ 2)(−x2 + 5x). 2.2 limx→4-(-4). Question 3 Let Determine f(x)=
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Question 2 Evaluate the following limits: 2.1 limx→_3(x® _ 2)(−x2 + 5x). 2.2 limx→4-(-4). Question 3 Let Determine f(x)=
Question 2 Evaluate the following limits: 2.1 limx→_3(x® _ 2)(−x2 + 5x). 2.2 limx→4-(-4). Question 3 Let Determine f(x)= 3.1 limx-2-f(x). 3.2 limx→→2+ f(x). 3.3 Show that limx→-2 f(x) exist. Sx-1 if x ≥ -2 x² - 4x + 6 if x < -2. > = { X (3) (3) 2 (2)