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Please show all work and answer both parts. Elite Lawn & Plowing (EL&P) is a lawn and snow plowing service with both residential and commercial

Please show all work and answer both parts.
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Elite Lawn & Plowing (EL&P) is a lawn and snow plowing service with both residential and commercial clients. The owner believes that the commercial sector has more growth opportunities and is considering dropping the residential service. Twenty employees worked a total of 34,000 hours last year, 24,000 on residential jobs and 10,000 on commercial jobs. Wages were $13 per hour for all work done. Any materials used are included in overhead as supplies. All overhead is allocated on the basis of labor-hours worked, which is also the basis for customer charges. Because of increased competition for commercial accounts, EL&P can charge $38 per hour for residential work, but only $27 per hour for commercial work. Required: a. If overhead for the year was $117,300, what were the profits of the residential and commercial services using labor-hours as the allocation base? (Do not round intermediate calculations. Round final answers to the nearest whole dollar.) b. Overhead consists of costs of traveling to the site, using equipment (including vehicle rental), and using supplies, which can be traced as follows. Activity Traveling Using equipment Using supplies Total overhead Cost Driver Number of clients served Equipment hours Area serviced in square yards Cost $ 18,200 36,400 62,700 $117,300 Cost Driver Volume Commercial Residential 15 50 3,400 2,200 120,000 70,000 Activity Traveling Using equipment Using supplies Total overhead Cost Driver Number of clients served Equipment hours Area serviced in square yards Cost $ 18,200 36,400 62,700 $117,300 Cost Driver Volume Commercial Residential 15 50 3,400 2,200 120,000 70,000 Recalculate profits for commercial and residential services based on these activity bases. (Do not round intermediate calculations. Round final answers to the nearest whole dollar.) Commercial Residential a Revenue Direct Labor Overhead Profit Total Overhead b. Profit

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