(i) Find the least squares regression line to predict the electricity consumption from the maximum temperature. (ii) Predict the electricity consumption of the office when the maximum temperature is...


(i)<br>Find the least squares regression line to predict the electricity consumption from the maximum<br>temperature.<br>(ii)<br>Predict the electricity consumption of the office when the maximum temperature is 30°C. How<br>confident are you in this prediction?<br>

Extracted text: (i) Find the least squares regression line to predict the electricity consumption from the maximum temperature. (ii) Predict the electricity consumption of the office when the maximum temperature is 30°C. How confident are you in this prediction?
Question 4 - Type Your Answers in Space Provided<br>(a)<br>An accountant wishes to undertake a cost analysis of electricity consumption of office heating<br>for various maximum daily temperatures. He recorded the data over a period of 8 random days,<br>as shown below:<br>2<br>3<br>4<br>5<br>6<br>8<br>Temp(°C)<br>Max Electricity Consumption<br>26<br>31<br>25<br>26<br>14<br>20<br>16<br>34<br>35<br>20<br>37<br>24<br>42<br>41<br>40<br>17<br>You may use the following Excel print-outs or summary statistics provided to answer the questions.<br>SUMMARY OUTPUT<br>SUMMARY STATISTICS<br>Regression Statistics<br>Multiple R<br>R Square<br>Adjusted R Square<br>Standard Error<br>n =<br>8.<br>0.895<br>24<br>0.801<br>32<br>0.768<br>s2x =<br>48.29<br>4.862<br>s?y =<br>101.71<br>%3!<br>Observations<br>8<br>Sxy =<br>-62.7143<br>Coefficient<br>Standard<br>Error<br>t Stat<br>P-value<br>6.575<br>Intercept<br>temp(°C)<br>63.172<br>9.607<br>0.000<br>-1.299<br>0.264<br>-4.911<br>0.003<br>Find the least squares regression line to predict the electricity consumption from the maximum<br>temperature.<br>

Extracted text: Question 4 - Type Your Answers in Space Provided (a) An accountant wishes to undertake a cost analysis of electricity consumption of office heating for various maximum daily temperatures. He recorded the data over a period of 8 random days, as shown below: 2 3 4 5 6 8 Temp(°C) Max Electricity Consumption 26 31 25 26 14 20 16 34 35 20 37 24 42 41 40 17 You may use the following Excel print-outs or summary statistics provided to answer the questions. SUMMARY OUTPUT SUMMARY STATISTICS Regression Statistics Multiple R R Square Adjusted R Square Standard Error n = 8. 0.895 24 0.801 32 0.768 s2x = 48.29 4.862 s?y = 101.71 %3! Observations 8 Sxy = -62.7143 Coefficient Standard Error t Stat P-value 6.575 Intercept temp(°C) 63.172 9.607 0.000 -1.299 0.264 -4.911 0.003 Find the least squares regression line to predict the electricity consumption from the maximum temperature.

Jun 07, 2022
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