Hartman Company's Lucas plant manufactures thermostatic controls. Plant management has experienced fluctuating monthly overhead costs and wants to estimate overhead costs accurately to plan its operations and its financial needs. Interviews with plant personnel and studies reported in trade publications suggest that overhead in this industry tends to vary with labor-hours.

A member of the controller's staff proposed that the behavior pattern of these overhead costs be determined to improve cost estimation. Another staff member suggested that a good starting place for determining cost behavior patterns is to analyze historical data. Following this suggestion, monthly data were gathered on labor-hours and overhead costs for the past two years. No major changes in operations occurred over this period of time. The data are shown in the following table:

Month	Labor-Hours			Overhead Costs
1		251,563		$	2,741,204
2		238,438			2,166,231
3		192,500			1,902,236
4		271,250			2,590,765
5		323,750			3,071,812
6		290,938			2,618,161
7		271,250			2,480,231
8		251,563			2,745,558
9		231,875			2,211,799
10		343,438			3,437,704
11		185,938			2,314,436
12		231,875			2,550,630
13		382,813			3,603,709
14		376,250			3,404,786
15		290,938			3,016,493
16		395,938			3,638,331
17		356,563			3,553,886
18		323,750			3,191,617
19		389,375			3,481,714
20		317,188			3,219,519
21		343,438			3,495,424
22		336,875			3,207,258
23		382,813			3,600,622
24		376,250			3,736,658

Required:

a. Use the high-low estimation method to estimate the overhead cost behavior (fixed and variable portions components of cost) for the Lucas plant. (Round variable cost per unit to 5 decimal places. Round "Fixed cost" to whole dollar amount.)

c. Using Excel, compute regression coefficients to describe the overhead cost equation. (Round your answers to 2 decimal places.)

d. Use the results of your regression analysis to develop an estimate of overhead costs assuming 350,000 labor-hours will be worked next month. (Round Cost per Labor hour to 2 decimal places.)