SW WRITTEN HW - CALCULUS | INSTRUCTION: Use OpenStax Calculus Volume 1 textbook for reference and follow the rubric below QUESTION 1 Use the limit definition of the derivative at a point formula, g'{a) = lim[hO] [g(a+h) - g(a)j/h, to compute g'(a) at the given value of a. Q(x) = (3x-5)/(x-2), a=1 QUESTION 2 Use the limit definition of the derivative at a point formula, h(a) = lim[xa] [h(x) - h(a)}/(x-a), to compute the derivative of the function below at the given value of a. h(x) = \\(3x-4), a=2 RUBRIC CHECKLIST - Total Points: 20 QUESTION 1 (10 points total) v Step 1: Evaluate g(1) and g(1+h) correctly (2 points) v Step 2: Substitute into limit definition correctly (2 points) Step 3: Simplify limit using correct algebra (4 points - HIGHEST VALUE) v Step 4: Use direct substitution for final answer (2 points) QUESTION 2 (10 points total) v Step 1: Evaluate h(2) correctly (1 point) Step 2: Substitute inte limit definition correctly (2 points) v Step 3: Simplify limit using correct algebra (5 points - HIGHEST VALUE) v Step 4: Use direct substitution for final answer (2 points) KEY REQUIREMENTS FOR FULL CREDIT: [7 LIMIT NOTATION IS CRITICAL - Always write \"lim[h0]" when working with limits [i SHOW ALL WORK - Every calculation step must be visible DIRECT SUBSTITUTION ONLY AT THE END - Never substitute h = 0 until simplified completely @ HIGHEST POINT VALUES - Question 1: Algebraic simplification (4 points), Question 2: Algebraic simplification (5 points)