Refer to the graphs of y=f(x) (GRAPH 1) and y=g(x) (GRAPH 2). Compute the limits, entering the number, or N if the limit does not exist Compute each limit. Enter the number if the limit exists and N if the limit doesn't exist. - x2+2x15 hm x_3 x>3 :Jv - x2+2x+3 hm x+3 x>3 :M/ - x2+2x2 hm x_2 x>2 :] 6/ Question 3 (10 points) Refer to Sections 4 and 6 in the course notes Make sure your answer is simplified and don't include any spaces or other symbols. Compute 3); (3x2 7x + 4) = :w Question 4 (10 points) Refer to Sections 6, 7, 8, 10 Find the slope of the curve to: x4 2x3 2x2 + 4x + 9at the point where x=3 Your Answer: Answer Question 5 (10 points) Refer to Sections 9 and 10 in the course notes. Let y = 2 dy = (5x-4)3 Then dx O -6 (5x-4)4 O 30 (5x-4)4 O 10 3(5x-4)2 -30 (5x-4)4 O -30 (5x-4)2 O 2 3(5x-4)2Question 6 (10 points) Refer to Sections 9 and 10 in the course notes, especially the last question in section 10 Assume that f(x) is a differentiable function and g(x)=f(x)2. Also, f(1)= -3 and f '(1)=7. Then g'(1)= Your Answer: Answer Question 7 (20 points) Refer to Sections 9 and 10 in the course notes 5 Find y' if = 7 x2 + 1 and show your work. y Type your answer, using the symbol " or the superscript font to indicate exponents Paragraph v B I Lato (Recomm... V