{ "key_pair_value_system": true, "answer_rating_count": "", "question_feedback_html": { "html_star": "", "html_star_feedback": "" }, "answer_average_rating_value": "", "answer_date_js": "2024-06-10T03:24:59-04:00", "answer_date": "2024-06-10 03:24:59", "is_docs_available": "", "is_excel_available": "", "is_pdf_available": "", "count_file_available": 0, "main_page": "student_question_view", "question_id": "2560946", "url": "\/study-help\/questions\/question-b1-consider-the-function-935-2-3174-asc3-2560946", "question_creation_date_js": "2024-06-10T03:24:59-04:00", "question_creation_date": "Jun 10, 2024 03:24 AM", "meta_title": "[Solved] Question B1: Consider the function 9(35') | SolutionInn", "meta_description": "Answer of - Question B1: Consider the function 9(35') 2 3174 + asc3 + 2:172 + 3.1: + 1. (3) Compute g\\ (x). (b) Use the quadratic | SolutionInn", "meta_keywords": "question,b1,function,9,35,2,3174,+,asc3,172,3.1,1", "question_title_h1": "Question B1: Consider the function 9(35') 2 3174 + asc3 + 2:172 + 3.1: + 1. (3) Compute g (x). (b) Use the quadratic formula", "question_title": "Question B1: Consider the function 9(35') 2 3174 + asc3 + 2:172", "question_title_for_js_snippet": "Question B1 Consider the function 9(35') 2 3174 asc3 2 172 3 1 1 (3) Compute g (x) (b) Use the quadratic formula to determine the values of a such that g ($) 0 These values will depend on a (c) For which values of or are there solutions of g (m) 0, but no inection points Question B2 Let 5(23) 2 sin (gs), dened on the domain 100, 400 (a) Use the chain rule to evaluate s'( c) and s ($) (b) Find all zeros of 3(1') 011 the interval 100, 400 (0) Determine all critical points of 5(a) on 100, 400 Classify each as a local maximum, local minimum, or neither ((1) On what interval(s) is 5(3) increasing (e) Sketch 3(59) Question B3 For this question, you will need to the fact that arctansr 1 1 3 2 ' Consider the function f( 1 ) arctan (W) on the domain 2, it (3) Use the chain rule to determine f'( 1 ) (b) Compute f'(0), f'(0 1), and f'(0 15) You should spot a pattern Can you explain it (C) Is f (m) concave up, concave down, or neither at a, 0 Question B4 Consider the function f( 1 ) 1 532 on the domain 1, 1 (a) Compute f'( c) (b) Find any critical points of f (as), and describe the interval(s) where f (at) is increasing and the inter val(s) where f (m) is decreasing (c) Compute f ( c) (d) On what interval(s) is f (m) concave up and or concave down (e) Attempt to use Newton Raphson approximations to solve f ( 17) 0 starting with 61 0 8 (i) What value do you compute for 272 (ii) What goes wrong when you try to compute 53 (iii) What would have happened if you used a different starting guess", "question_description": "\"image
\"image<\/div><\/div><\/div><\/figure> Question B1: Consider the function 9(35') 2 3174 + asc3 + 2:172 + 3.1: + 1. (3) Compute g\\\" (x). (b) Use the quadratic formula to determine the values of a: such that g\\\"($) = 0. These values will depend on a. (c) For which values of or are there solutions of g\\\"(m) = 0, but no inection points? Question B2: Let 5(23) 2 sin (gs), dened on the domain [100, 400]. (a) Use the chain rule to evaluate s'(:c) and s\\\"($). (b) Find all zeros of 3(1') 011 the interval [100, 400]. (0) Determine all critical points of 5(a) on [100, 400]. Classify each as a local maximum, local minimum, or neither. ((1) On what interval(s) is 5(3) increasing. (e) Sketch 3(59). Question B3: For this question, you will need to the fact that % arctansr; = 1 1+3:2 ' Consider the function f(:1:) = arctan (W) on the domain [2, it (3) Use the chain rule to determine f'(:1:). (b) Compute f'(0), f'(0.1), and f'(0.15). You should spot a pattern. Can you explain it? (C) Is f (m) concave up, concave down, or neither at a,\" = 0. Question B4: Consider the function f(:1:) = \\\\\/ 1 532 on the domain [1, 1]. (a) Compute f'(:c). (b) Find any critical points of f (as), and describe the interval(s) where f (at) is increasing and the inter val(s) where f (m) is decreasing. (c) Compute f\\\"(:c). (d) On what interval(s) is f (m) concave up and\/or concave down? (e) Attempt to use Newton-Raphson approximations to solve f (:17) = 0 starting with :61 = 0.8. (i) What value do you compute for 272? (ii) What goes wrong when you try to compute :53? (iii) What would have happened if you used a different starting guess", "transcribed_text": "", "related_book": { "title": "Corporate Finance Core Principles and Applications", "isbn": "978-0077971304, 77971302, 978-0073530680, 73530689, 978-0071221160, 71221166, 978-0077905200", "edition": "3rd edition", "authors": "Stephen Ross, Randolph Westerfield, Jeffrey Jaffe, Bradford", "cover_image": "https:\/\/dsd5zvtm8ll6.cloudfront.net\/si.question.images\/book_images\/562.jpg", "uri": "\/textbooks\/corporate-finance-core-principles-and-applications-3rd-edition-562", "see_more_uri": "" }, "free_related_book": { "isbn": "9810236913", "uri": "\/textbooks\/the-chemistry-of-fullerenes-1st-edition-978-9810236915-150086", "name": "The Chemistry Of Fullerenes", "edition": "1st Edition" }, "question_posted": "2024-06-10 03:24:59", "see_more_questions_link": "\/study-help\/questions\/sciences-chemistry-2023-March-09", "step_by_step_answer": "The Answer is in the image, click to view ...", "students_also_viewed": [ { "url": "\/light-falling-normally-on-9700-linecm-grating-is-revealed-to", "description": "Light falling normally on a 9700-line\/cm grating is revealed to contain three lines in the first order spectrum at angles of 31.2o, 36.4o, and 47.5o. 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