Task 3 - Depreciation (Maximum 10 Marks) Learning Outcome You are required to analyse two separate models for the depreciation on a particular asset with KU1) demonstrate an initial value if 31 000. The asset depreciates by a quarter of its initial value over (N + 5) mathematical literacy by years, where N is the last digit of your ID number consistently using correct Mathematical notation, Model A: The value of the asset is modelled by the following cubic polynomial:- terminology, conventions, and relevant diagrams and graphs V = V-B Model B: The value of the asset is modelled by the following exponential function:- KU2) evaluate the strengths and weaknesses of alternative VVA models and consequently of any conclusions drawn where A and B are constants and is the time in years. SS3) identify, simplity and abstract the underlying Part A mathematical structure of a Write down the value of V, and find the values of the constants A and B. business situation allowing a business-related problem to b modelled; Part B SS4) solve a range of Plot the graph of V:/V, and discuss how both models can be compared using this graph. Using business-related problems your graph, or otherwise, find the time and the value of the largest percentage difference either deterministically or between value of the asset under each model. probabilistically as appropriate SS5) choose and apply appropriate techniques in Note: GeoGebra, Desmos or other suitable software can be used to plot the graph but you algebra, and calculus in findin need to give full explanation and show all your working. a solution to a