Unit 36 (1 of 2) repaired Q1 - Qualification Unit number and title BTEC Level 5 HND Diploma in 36 Applied Mathematics for Complex Engineering

# Unit 36 (1 of 2) repaired Q1 - Qualification Unit number...

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Qualification Unit number and title BTEC Level 5 HND Diploma in Construction and the Build Environment (Civil Engineering) 36. Applied Mathematics for Complex Engineering Problem ( Unit Code: K/601/1314 ) Student name Assessor name Daw Thandar Lin Date issued Completion date Submitted on 11.11.2016 02.12.2016 Assignment title Ass Applying Advanced Calculus and Solving Differential Equations ASS (1 of 2) LO Learning outcome (LO) AC In this assessment you will have the opportunity to present evidence that shows you are able to: Task no. Evidenc e (Page no) LO3 Be able to apply calculus to engineering problems 3.1 Determine partial derivatives of functions. 1 3.2 Classify stationary points of functions with one and two variables. 2 3.3 Determine integrals. 3 3.4 Calculus areas and volumes using definite integrals. 4 LO4 Be able to apply differential equations to engineering problems 4.1 Select appropriate differential equation models 5 4.2 Solve problems using initial and boundary value conditions 6 4.3 Solve differential equations numerically using mathematical software 7 Learner declaration I certify that the work submitted for this assignment is my own and research sources are fully acknowledged. Student signature: Date:
In addition to the above PASS criteria, this assignment gives you the opportunity to submit evidence in order to achieve the following MERIT and DISTINCTION grades Grade Descriptor Indicative characteristic/s Contextualisation M3 Present and communicate appropriate findings The appropriate structure and approach has been used You have presented by using appropriate structure and approach for steps for dimensions of the box of maximum volume. (task 2) M2 Select/design and apply appropriate methods/techniques relevant theories and techniques have been applied. You have applied the relevant theories in the calculation of the volume of solid generated by revolving the region in task 4(b) about the line y = 2 and x = 4 . ( task 4 ) D3 Demonstrate convergent/lateral/creative thinking Convergent and lateral thinking have been applied. You have applied convergent and lateral thinking in deriving the volume of water in the hemispherical bowl of radius ɑ containing water to a depth h and calculating the rising rate of water level.