Question

Patient Load Administrative Cost January 1540 13900 February 550 7000 March 440 6000 April 1100 9800...

Patient Load Administrative Cost
January 1540 13900
February 550 7000
March 440 6000
April 1100 9800
May 1430 11900
June 990 9600
July 1210 10200
August 220 4100
September 770 9300
October 1320 11100
November 660 8300
December 1980 16100

Estimated range of monthly activity in the future will be 750-1,500 patients.

A. Prepare a scatter diagram in Excel, then MANUALLY draw a ‘best fit line’ that you feel fits the data. Clearly present a cost equation based on your scatter diagram line. (Note—you may use the ‘insert, then ‘shapes’ function in Excel to manually draw a line, or you can print your diagram and draw the line in pen. HOWEVER—if you have Excel insert a line, the program will run regression on the data to put in the line and thus you will NOT have fulfilled the requirements.)

B. Use the high-low method to estimate the cost behavior for the clinic’s administrative costs. Clearly label the final cost formula.

C. Perform a least squares regression analysis on the data to estimate the cost behavior. Clearly present the final cost formula. Include a brief analysis of the R2 factor for the regression on your Excel sheet.

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Answer #1

A.

Month Patient Load Administrative Cost
January 1540 13900
February 550 7000
March 440 6000
April 1100 9800
May 1430 11900
June 990 9600
July 1210 10200
August 220 4100
September 770 9300
October 1320 11100
November 660 8300
December 1980 16100

Scatter diagram uploaded. line made using excel shapes

B. High Low Method

VCx = 16100 - 4100
1980 - 220
= 12000
1760
= 6.81
TCx = VCx + TFC
16100 = (6.81 X 1980) + TFC
16100 = 13500 + TFC
TFC = 2600
TCx = VCx + TFC
TCx = 6.81x + 2600

C. regression Done in Excel

SUMMARY OUTPUT
Regression Statistics
Multiple R 0.981347
R Square 0.963042
Adjusted R Square 0.959346
Standard Error 666.1316
Observations 12
ANOVA
df SS MS F Significance F
Regression 1 1.16E+08 1.16E+08 260.5747 1.72E-08
Residual 10 4437314 443731.4
Total 11 1.2E+08
Coefficients Standard Error t Stat P-value Lower 95% Upper 95% Lower 95.0% Upper 95.0%
Intercept 3331.06 443.0964 7.517686 2.02E-05 2343.779 4318.34 2343.779 4318.34
X Variable 1 6.333111 0.392329 16.14233 1.72E-08 5.458946 7.207275 5.458946 7.207275

TCx = 6.33x + 3331

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