(Break-even analysis) Niece Equipment Rentals of Del Valle, Texas, has recently been approached about the prospect of purchasing a large construction crane. The crane rents for $460 an hour but operator, fuel, insurance and miscellaneous expenses run $201 an hour when the crane is in use. The company owner estimates that it will cost $1,030 a month to store and maintain the crane and the annual depreciation expense is $47,000. a. Calculate the accounting break-even number of annual rental hours needed to produce zero operating earnings from the crane (before taxes). b. Calculate the cash break-even point. If we ignore non-cash expenses such as depreciation in the break-even calculation, how many hours must the crane be rented in order to break even on a cash basis? c. Why do we have two different break-even points? What does each one tell you? a. The accounting break-even units of production is hours. (Round to the nearest whole number.)