The following table presents the orders of Samson Company for the last 36 months (3 years). Month Order Year 1 Order Year 2 Order Year 3 January 450 600 612 February 418 575 668 March 490 580 680 April 451 534 653 May 466 555 674 June 511 604 702 July 522 624 724 August 500 612 716 September 502 633 712 October 523 634 724 November 533 643 735 December 534 676 755 Use the data in the above table and regression analysis to forecast the orders for the next 12 months (4th year). Include your excel work sheet and your work in your write up. Show the regression equation, values of intercept, slope, correlation coefficient and coefficient determination and the forecast of orders for the next 12 months. Explain how you could make your forecast’s results more reliable by incorporating a qualitative research to your quantitative results.
The following table presents the orders of Samson Company for the last 36 months (3 years). Month Order Year 1 Order Year 2 Order Year 3 January 450 600 612 February 418 575 668 March 490 580 680 April 451 534 653 May 466 555 674 June 511 604 702 July 522 624 724 August 500 612 716 September 502 633 712 October 523 634 724 November 533 643 735 December 534 676 755 Use the data in the above table and regression analysis to forecast the orders for the next 12 months (4th year). Include your excel work sheet and your work in your write up. Show the regression equation, values of intercept, slope, correlation coefficient and coefficient determination and the forecast of orders for the next 12 months. Explain how you could make your forecast’s results more reliable by incorporating a qualitative research to your quantitative results.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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The following table presents the orders of Samson Company for the last 36 months (3 years).
Month |
Order Year 1 |
Order Year 2 |
Order Year 3 |
January |
450 |
600 |
612 |
February |
418 |
575 |
668 |
March |
490 |
580 |
680 |
April |
451 |
534 |
653 |
May |
466 |
555 |
674 |
June |
511 |
604 |
702 |
July |
522 |
624 |
724 |
August |
500 |
612 |
716 |
September |
502 |
633 |
712 |
October |
523 |
634 |
724 |
November |
533 |
643 |
735 |
December |
534 |
676 |
755 |
- Use the data in the above table and
regression analysis to forecast the orders for the next 12 months (4th year). Include your excel work sheet and your work in your write up. Show the regression equation, values of intercept, slope,correlation coefficient and coefficient determination and the forecast of orders for the next 12 months. - Explain how you could make your forecast’s results more reliable by incorporating a qualitative research to your quantitative results.
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