Mean Beans, a local coffee shop, has the following assets on January 1, 2023. Mean Beans prepares annual financial statements and has a December 31, 2023 year-end. The company’s depreciation policy is to use the straight-line method to depreciate its assets. On January 1, 2023, purchase equipment costing $20,300 with an estimated life of five years. Mean Beans will scrap the equipment after five years for $0.On July 1, 2023, purchase furniture (tables and chairs) costing $13,000 with an estimated life of ten years. Mean Beans estimates that it can sell the furniture for $2,900 after ten years.On January 1, 2021, Mean Beans had purchased a car costing $26,500 with an estimated life of eight years. Mean Beans estimates that it can sell the car for $5,300 after eight years.
Question
Mean Beans, a local coffee shop, has the following assets on January 1, 2023. Mean Beans prepares annual financial statements and has a December 31, 2023 year-end. The company’s depreciation policy is to use the straight-line method to depreciate its assets. On January 1, 2023, purchase equipment costing 0.On July 1, 2023, purchase furniture (tables and chairs) costing 2,900 after ten years.On January 1, 2021, Mean Beans had purchased a car costing 5,300 after eight years.
Solution
It seems like you haven't asked a specific question. However, I can help you calculate the depreciation for each asset.
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Equipment: The cost of the equipment is 0, the salvage value is 20,300 - 4,060. So, the equipment will depreciate by $4,060 each year.
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Furniture: The cost of the furniture is 2,900. Using the straight-line method, the annual depreciation is (Cost - Salvage Value) / Useful Life = (2,900) / 10 = 1,010 / 2 = $505.
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Car: The cost of the car is 5,300. Using the straight-line method, the annual depreciation is (Cost - Salvage Value) / Useful Life = (5,300) / 8 = 26,500 - 2*21,200. The depreciation for 2023 is still $2,650.
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