MAT1581/101/3/2015 Tutorial letter 101/3/2015 Mathematics I (Engineering) MAT1581 Semesters 1 & 2 Department of Mathematical Sciences IMPORTANT INFORMATION: This tutorial letter contains important information about your module. CONTENTS Page 1 INTRODUCTION ............................................................................................................................ 4 1.1 Study Material ......................................................................................
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answer sheet. 1. Which of the following numbers completes the sequence 3‚ 8‚ 14‚ 21‚ 29‚ ___? 5. (C) 37 William earned $3‚200 per month as a teacher for the ten months from September to June. Then he took a job as a barista at a local café‚ where he earned $2‚000 per month during July and August. What was his average monthly pay for the 12 months? (D) 38 (A) $2‚400 (E) 39 (B) $2‚500 (A) 35 (B) 36 2. (F) 50 minutes (G) 1 hour and 10 minutes (H) 1 hour and 12 minutes (J) 1 hour and 15 minutes
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(EYMP1) The EYFS (early year’s foundation stage) is part of the childcare act which was introduced in 2006‚ it is the framework which sets the standards that all early years practitioners must meet‚ and it covers the outcomes in Every Child Matters; * Be healthy * Stay safe * Enjoy and achieve * Make a positive contribution * Achieve economic well-being It is important that the EYFS covers all of these principles… A unique child- Every child is a unique child‚ they are all
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Chapter 3 SOUTHWESTERN UNIVERSITY: A DisQ - 1) Activity Mean S.D. Variance T.a=30 3.33 11.11 T.b=60 10.00 100.00 T.c=65 8.33 69.39 T.d=55 11.66 136.10 T.e=30 1.67 2.78 T.f=0 0.10 0.00 T.g=30 1.67 2.78 T.h=20 3.33 11.11 T.i=30 6.67 44.44 T.j=10 0.67 0.44 T.k=0 0.10 0.00 T.l=30 6.67 44.44 Critical Path= A-C-D-G-H-I-L (260 Days) Variance of critical path = 11.11 + 136.1 + 2.78 + 11.11 + 44.44 + 44.44 + = 319.37 S.D of critical path=17.87 days DisQ - 2) P(t< or = 270) P(Z< or = (270-260/17
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EYMP1 3.1 A partnership model works around the theory of ‘collaboration‘‚ coming together with understanding and effectives ways of communicating. It’s a way that helps to recognise how the very best outcomes for the care‚ provision and development of children occur when practitioners‚ family and other agencies all work cooperatively. Identifying needs via a partnership /multi agency document can happen though the Pre CAF assessment check list and CAF common assessment framework which is shared with
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EYMP1 1.1 Explain the legal status and principles of the relevant early years framework‚ and how national and local guidance materials are used in settings All practitioners should understand and know the framework for Early Years provision used within the relevant United Kingdom home nation. The first and main principle of the EYFS is to achieve the five outcomes of the ECM of staying safe‚ enjoying and achieving‚ making a contribution and achieving economic well-being. Since September
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Excel Scenario’s Scenario 1: A business professional calls the support desk looking to use Excel to organize data for the monthly expense report. He has never used Excel prior to this and has inquired about the functions that would support him with his task. My general approach for this call would be to start off by explaining what Microsoft Excel is to the business professional. Microsoft Excel is an application used to create spreadsheets. It also provides the user with functions
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contains solutions to your assignments and guidelines for the examination. Bar code CONTENTS 1 2 3 4 5 6 SOLUTIONS ASSIGNMENT 1 ....................................................................................................... 3 SOLUTIONS ASSIGNMENT 2 ....................................................................................................... 7 ANSWERS PREPARATION PAPER 1 (MAY 2010) .................................................................... 7 ANSWERS PREPARATION
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Important” 4 means “Important” 3 means “Moderately Important” 2 means “Of Little Importance” 1 means “Unimportant” *ANSWERS HIGHLIGHTED IN YELLOW* _________________________________________________________________________________________ WORK IN WHICH YOU: CIRCLE ONE _____________________________________________________________________________ 1. have to keep solving problems 5 4 3 2 1 2. help others 5 4 3 2 1 3. can get a raise 5 4 3 2 1 4. look forward to
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Homework #1 Solutions 3.1 a. Let X1 =the number of hours of process 1 used X2 =the number of hours of process 2 used The objective is to minimize the cost of producing the three products A‚ B and C. The constraints are on the demand of each product. Min 4X1 + X2 subject to 3X1 + X2 ≥ 10 (A’s demand) X1 + X2 ≥ 5 (B’s demand) X1 ≥ 3 (C’s demand) X1 ‚ X2 ≥ 0 (nonnegativity) b. From the graph we can see that the isocost line just leaves the feasible region where the demand for C and B intersect. The
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