Paula Plaintiff is shopping at her favorite store, Cash Mart. She is looking for a new laptop, but she can’t find one she likes. Then, realizing that she is going to be late for an appointment, she attempts to leave the store, walking very fast. However, before she can leave, she is stopped by a security guard who accuses her of shoplifting. Paula, who has taken nothing, denies any wrong doing. The officer insists and takes Paula to a small room in the back of the store. The guard tells Paula that if she attempts to leave the room she will be arrested and sent to jail. At this point, the guard leaves the room. Paula is scared and waits in the room for over an hour until the manager comes in and apologizes and tells Paula that she is free to go.

Diversified semiconductors sells perishable electronic components. some must be shipped and stored in reusable protective containers. customers pay a deposit for each container received. the deposit is equal to the container’s cost. they receive a refund when the container is returned. during 2018, deposits collected on containers shipped were $856,000. deposits are forfeited if containers are not returned within 18 months. containers held by customers at january 1, 2018, represented deposits of $587,000. in 2018, $811,000 was refunded and deposits forfeited were $41,000. required: 1. prepare the appropriate journal entries for the deposits received and returned during 2018. 2. determine the liability for refundable deposits to be reported on the december 31, 2018, balance sheet.

Which term describes an alternative to car buying where monthly payments are paid for a specific period of time, after which the vehicle is returned to the dealership or bought? a. car financing b. car maintenance c. car leasing d. car ownership

Ahospital purchases a $500,000 magnetic resonance imaging (mri) machine that has a useful life of 9 years. the salvage value at the end of 9 years is $77,000. (a) write a linear equation that describes the value y (in dollars) of the mri machine in terms of the time t (in years), 0 ≤ t ≤ 9. (b) find the value, in dollars, of the machine after 6 years. $ (c) find the time, in years, when the value of the equipment will be $140,000. (round your answer to two decimal places.) yr