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Exam -3 ACCT 2101 with answers

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Exam -3 ACCT 2101 with answers

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Exam #3 ACCT 2101 with answers |\ |\ |\ |\ |\




incremental analysis - CORRECT ANSWERS ✔✔the process |\ |\ |\ |\ |\ |\



used to identify the financial data that change under
|\ |\ |\ |\ |\ |\ |\ |\ |\ |\



alternative courses of action |\ |\ |\




data for incremental analysis involves estimates and
|\ |\ |\ |\ |\ |\ |\



uncertainty - CORRECT ANSWERS ✔✔in incremental |\ |\ |\ |\ |\ |\



analysis, both costs and revenues may change
|\ |\ |\ |\ |\ |\




Relevant Costs and Revenues - CORRECT ANSWERS
|\ |\ |\ |\ |\ |\ |\



✔✔those costs and revenues that differ across
|\ |\ |\ |\ |\ |\ |\



alternatives


opportunity cost - CORRECT ANSWERS ✔✔a lost benefit |\ |\ |\ |\ |\ |\ |\ |\



as a result of choosing one course of action over another
|\ |\ |\ |\ |\ |\ |\ |\ |\ |\ |\




-always relevant |\




sunk cost - CORRECT ANSWERS ✔✔costs that have
|\ |\ |\ |\ |\ |\ |\ |\



already been incurred and cannot be changed or avoided
|\ |\ |\ |\ |\ |\ |\ |\ |\



by any present or future decisions
|\ |\ |\ |\ |\




-never relevant |\

, many companies have shifted to activity based costing
|\ |\ |\ |\ |\ |\ |\ |\



because... - CORRECT ANSWERS ✔✔-results in more |\ |\ |\ |\ |\ |\ |\



accurate OH allocation |\ |\




-is compatible w incremental analysis
|\ |\ |\ |\ |\




-results in improved incremental analysis
|\ |\ |\ |\




simple interest - CORRECT ANSWERS ✔✔(computed on
|\ |\ |\ |\ |\ |\ |\



principal amount only) |\ |\




the return on the principle for one period
|\ |\ |\ |\ |\ |\ |\




=principle x i rate x time |\ |\ |\ |\ |\




compound interest - CORRECT ANSWERS ✔✔(computed |\ |\ |\ |\ |\ |\



on principal and any interest earned that has not been
|\ |\ |\ |\ |\ |\ |\ |\ |\ |\



paid or withdrawn)
|\ |\




the return on (or growth of) the principle for 2 or more
|\ |\ |\ |\ |\ |\ |\ |\ |\ |\ |\ |\



periods


future value of a single amount - CORRECT ANSWERS
|\ |\ |\ |\ |\ |\ |\ |\ |\



✔✔the value at a future date of a given amount invested,
|\ |\ |\ |\ |\ |\ |\ |\ |\ |\ |\



assuming compound interest |\ |\




FV= p x (1+i)^n
|\ |\ |\




(n=# of periods) |\ |\

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