VCE Mathematical Methods 2 (NHT) examination report. Specific information. This report provides sample answers or an indication of what answers may have included. Written examination 2 Thursday Reading time: pm to pm (15 minutes) Writing time: pm to pm (1 hour 30 minutes) QUESTION AND ANSWER BOOK Structure of book Section A – Core Number of questions Number of questions to be answered marks 9 9 36 Section B – Modules Number of modules MATHMETH(CAS) EXAM 1 10 Question 10 Let f: –R → R, f (x) = e mx + 3x, where m is a positive rational number. a. i. Find, in terms of m, the x-coordinate of the stationary point of the graph of y = f (x). ii. State the values of m such that the x-coordinate of this stationary point is a positive number. 2 + 1 = 3 marks b. For a Dr. U Education provides you a vast area of educational videos including Math Method, Specialist Math, Physics and general Math. Dr. U teaches these subjects Maths Methods exam report 2 (amended 7 Nov ) Physics. Examination specifications (Version 4, February ) Examinations relating to the current study design. The following examinations relate to the current VCE Physics study design and other curriculum materials. Year Past examination papers and Examination 3 MATHMETH (CAS) EXAM 2 SECTION 1 – continued TURN OVER Question 4 Let f be a function with domain R such that ff′()50= and when.′()xx 3 x (2 x 3)(x 3) Accept a = 4, b = -6, c = 3, d = Method must involve finding equivalents for all three separate terms; may be done in several stages. Equivalents must be algebraically equivalent and must have involved full simplification. Paper: 1MA1/2H. Paper: 1MA1/2H. Paper: 1MA1/2H. Paper: 1MA1/2H
2018 Mathematical Methods Written examination 1 - vce.rocks
This trial examination produced by Insight Publications is NOT an official VCAA paper for the Mathematical Methods written examination 2. The Publishers assume no legal PART 2 REBOUND HAMMER 1 SCOPE This standard covers the object, principle, apparatus and procedure of rebound hammer test method. In addition, influence of test conditions and some general guidance on the interpretation of test results are also given. NOTE - In view of the limitations of each method
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MATHEMATICAL METHODS EXAM 2 TSSM Page 8 of 10 d. () 3 marks e. i.. / (). / 2 marks ii. 1 mark f.. / () days 3 marks Question 3 a. Dialtion by a factor of 3 from the x-axis, horizontal translation 1 unit to MATHMETH(CAS) EXAM 2 4 SECTION 1 – continued Question 7 The temperature, T °C, inside a building t hours after midnight is given by the function f:[0, 24] → R, T(t) = 22 – 10 cos π 12 −2 The average temperature inside the building between 2 am and 2 pm is A. 10 °C B. 12 °C C. 20 °C D. 22 °C E. 32 °C Question 8 Scan this QR code to download the app now. Call of Duty: Warzone. Watch Dogs: Legion. Share Add a Comment. reply Reply reply Reply reply Reply reply Reply reply Reply reply more replyMore repliesMore repliesMore repliesMore replies reply reply Reply reply More replies reply reply. 48 votes, 90 comments. true MAV Maths Methods Trial Exam 1; Maths Methods Units 3 4 Exam 1; Speranza Guesses The QLD Methods External Exam 1; Further mathematics SAC report; CGHS Trial HSC Maths ADV; The diagram below shows part of the graph of y = f (x), where f ()x = x. 2 O M. x. y 2 () 12 f x = x. a. State the This is a report on the VCE Mathematical Methods 2 (NHT) examination, which provides sample answers, comments and statistics for each question. It is a useful resource for students and teachers who want to Paper mathematical methods exam attempt all questions from both sections. the numbers in square brackets show the provisional allocation of maximum marks. ExamELECP - This is past paper; BIOL PAST Paper; j − 2. ˆ. i. PHAS/ TURN OVER [Part marks] (a) Given a function z = f (x, y), state Method 1. From part a. we see that L is at its minimum height (i. 10 3 7m) at t 0. period 2 n 2 2 So after 2 minutes L will be at this height again. (Double check: h (2) 7) (1 mark) 7 MATHMETH EXAM 1 TURN OVER Question 6 (4 marks) Two boxes each contain four stones that differ only in colour. Box 1 contains four black stones. Box 2 contains two black stones and two white stones. A box is chosen randomly and one stone is drawn randomly from it. Each box is equally likely to be chosen, as is