Question

(USE ONLY EXCEL SHEET FOR DATA,  FORMULAS, and the GRAPHS)

Ø  For the following list of data (number of sold cars in every year ) , apply “exponential smoothing with trend” for all the years below. (i.e find the Forecast including trend)   (20%):

---- case1  use :  α= 0.2     and β = 0.05

---- case2  use:   for  α= 0.05     and β = 0.2

Calculate MAD for both cases. Decide which  case values are better and why?

Assume trend is zero for the 2012 years.

Year

Number of sold cars

2012

150

2013

173

2014

166

2015

167

2016

180

2017

185

2018

190

2019

210

2020

199

Ø  Based on least squared regression method  find the projections for the years 2021, 2022, and 2023. Plot the number of sold cars versus years (points graph) and show the trend line based on your projections. (5%).


(USE ONLY EXCEL SHEET FOR DATA, FORMULAS, and the GRAPHS) ► For the following list of data (number of sold cars in every year
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Answer #1

Question 1:

The Excel output is:

V30 X foc A B с D E G H j K 4 5 Alpha 6 Beta 7 Data 0.2 0.05 Forecasts and Error Analysis Smoothe Forecast d Smoothe includin

The Excel formulas are:

U31 f с D E H 4 5 Alpha 6 Beta 7 Data 0.2 0.05 Forecasts and Error Analysis Forecast Including Trend, FITT Smoothed Forecast,

The Excel output is:

T30 X for A B с D E F H J K 4 5 Alpha 6 Beta 7 Data 0.05 0.2 Forecasts and Error Analysis Forecast Including Trend, FITt Erro

The Excel formulas are:

T30 X fx A B D E F G H - 0.05 4 5 Alpha 6 Beta 7 Data 0.2 Forecasts and Error Analysis 8 Period Demand Smoothed Forecast, Ftα= 0.2     and β = 0.05 is better since it has a lower MAD value.

Question 2:

The Excel output is:

W36 A B D 1 J K L M N 0 P Q R S T Regression Demand (y) Period(x) 150 1 173 2 250 166 3 167 y = 6.2167x + 148.92 4 200 6 Data

The Excel formulas are:

W35 X A B = D C 6 Data 7 Period Period() Demand (y) 150 1 173 2. 166 3 167 4 180 5 E F G H Forecasts and Error Forecast Error

Regression 250 200 y = 6.2167x + 148.92 150 100 50 0 0 1 2 3 4 5 6 7 8 9 10 Series1 Linear (Series 1)

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