Question: Given f(.1:) = x/a: + l and g is continuous at 0. If 9(0) = 3, then ling 0 90(3) is :rr 0 cannot be

Given f(.1:) = x/a: + l and g is continuous at $0. If 9(0) = 3, then ling\" 0 90(3) is :rr 0$ $cannot be determined \f3+x Compute for y" if y = 9 -$ 72 24 24 (3-x)8 (3-x)8 Option 1 O Option 2 6 6 (3-x)4 (3-x)4 Option 3 O Option 4The equation of the tangent line to the graph of f (I) = 3 %:L'2 that is parallel to the line 3; = a: is 2y+23=7 2y+2m=3 Let G(x) = 2x2+ 7x - 4 x - 2 Determine the absolute maximum value

of G on [-2, 1]. O Option 1 O Option 2 9

27 O Option 3 O Option 4The function f(x) = cos 2x

Given f(.1:) = x/a: + l and g is continuous at 0. If 9(0) = 3, then ling\" 0 90(3) is :rr 0 cannot be determined \f3+x Compute for y" if y = 9 - 72 24 24 (3-x)8 (3-x)8 Option 1 O Option 2 6 6 (3-x)4 (3-x)4 Option 3 O Option 4The equation of the tangent line to the graph of f (I) = 3 %:L'2 that is parallel to the line 3; = a: is 2y+23=7 2y+2m=3 Let G(x) = 2x2+ 7x - 4 x - 2 Determine the absolute maximum value of G on [-2, 1]. O Option 1 O Option 2 9 27 O Option 3 O Option 4The function f(x) = cos 2x where -7/4

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