Ab. smile at them and make eye contact while you continue to help the first customer so they know they were recognized and not being ignored.
Answer:
(a) $332,000
(b) $312,000
(c) $760,000
Explanation:
(a) Her realized gain or loss
Mathematically, Realized gain or loss = Amount realized - Adjusted Basis = (120000 + 780000 + 192000) - 760000.
= 1092000 - 760000
= $ 332000
(b) Her Recognized gain.
Mathematically, her recognized gain = Amount received in cash + Amount received in Mortgage = 120,000 + 192,000 = $312,000
(c) Basis of newly acquired office Building.
Mathematically:
Basis of newly acquired building = Fair market value of building - (realized gain - recognized gain) = (780,000)-(332,000-312,000) = 780,000-20,000 = $760,000
When using absorption costing when production is greater than sales, a portion of fixed overhead is allocated to ending inventory.
Production is the process of combining diverse material and immaterial inputs to create a consumable good or service. It is the process of producing something of worth, goods, or assistance that benefits a person.
Manufacturing is the process of creating items or goods out of components or raw materials. To put it another way, manufacturing employs inputs to produce outputs fit for consumption, i.e., things or products that are valuable to the consumer or end-user. The creation of furniture is an illustration of production. Harvesting corn for food is an illustration of production. Corn production is an illustration of production.
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Here is how to solve this:
$20 - $4= $16 = numerical expression.
Hope this helped!
A Systematic Review of Health Economics Simulation Models of Chronic Obstructive Pulmonary Disease.
Zafari Z, Bryan S, Sin DD, Conte T, Khakban R, Sadatsafavi M.
The most common lifestyle interventions researched in asthma focus on manipulating diet and/or exercise, with specific attention to obesity. Other interventions that have been tested in studies of varying quality include meditation, yoga, massage therapy, and acupuncture.
Decision analysis is a formalized approach to making optimal choices under conditions of uncertainty. It allows the user to enter costs, probabilities, and health-related quality of life values among other inputs of interest, and then calculates probabilistically weighted means of these outcome measures.
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