Answer:
Correct options
A.) the $4 in direct costs she would spend to drive to and from her babysitting job:
Emily will have to spend $2 to and $2 on gas for the babysitting job. She will have to consider if she can bear the additional cost compared to the other job opportunity.
B.) the opportunity costs of not working at the store on a Saturday when she babysits:
When Emily is babysitting she has to consider the opportunity cost of working at the retail store. The fact the she will not have to drive to work, instead working at a place close to her home.
Incorrect option
C.) the cost of clothes and personal items (e.g., phone) Emily uses during babysitting:
On both jobs Emily will incur cost of clothing and other personal items, so this is not a cost she should be considering in making a decision between the two jobs.
Answer:
Production December= 15,000
Explanation:
Giving the following information:
Month Unit Sales
October 10,000
November 14,000
December 15,000
Finished goods inventory at the end of November was 4,000 units.
<u>To calculate the production required for December, we need to use the following formula:</u>
Production= sales + desired ending inventory - beginning inventory
Production= 15,000 + 16,000*0.25 - 4,000
Production= 15,000
Answer:
$(123,000) + $(29,000)= $(152,000)
Explanation:
Discontinued operations are those operations of segment of a company where a formal plan exists to eliminate it from the company.
The revenues, gains, expenses, and losses pertaining to the discounting business segment are removed from the company's continuing operations and are reported separately on the company's income statement.
Hence, operating loss of $ 123,000 and impairment loss of $ 29,000 will separately be reported on income statement of the company.
Future estimated operating losses do not become part of the income statement.
Answer:
Yield to maturity is 1.51%
Explanation:
Zero Coupon rate does not offer any coupon payment and it is issued at deep discount value.
Face value = F = $100
Price = P = $98.50
Year to mature = n = 1 year
Yield to maturity = ( F - P ) / n ] / [ (F + P ) / 2 ]
Yield to maturity = ( $100 - $98.5 ) / 1 ] / [ ( $100 + $98.5 ) / 2 ]
Yield to maturity = $1.5 / 99.25
Yield to maturity = 0.0151
Yield to maturity = 1.51%
