Answer:
Earnings Per Share = $3.6
Explanation:
Given
Net Income Average = $33,480
Weighted-average common shares outstanding = 9,300
Shares sold = 4,300
Required
Calculate the company's earnings per share.
Earning per share is calculated as thus;
Let N represent the Net Income; P represent the Preferred Dividend and W represent the Weighted-average common shares outstanding
The question says there was no preferred stock;
So, P= 0
Substitute $33,480 for N and 9,300 for W.
The formula becomes;
Hence, the calculated Earnings per share of Mayan company is $3.6
Goodwell will recognize 3 months (Oct 1 - Dec 31) of rent revenue earned, and will reduce (debit) the unearned rent revenue for those 3 months.
2,500 x 3 months = 7,500
Journal Entry, Dec 31:
Unearned Rent Revenue: 7,500
Rent Revenue: 7,500
The new Unearned Rent Revenue Account balance will be:
12,500 - 7,500 = 5,000
Answer:
break even point in units = 2,667
break even point in $ = $33,338
Explanation:
The break even point marks the point where a company is able to cover all its expenses. At this point the company is not losing money, but it is not making a profit either.
break even point in units = total fixed costs / contribution margin
- total fixed costs = $10,000
- contribution margin = $12.50 - ($4 + $4.75) = $12.50 - $8.75 = $3.75
break even point in units = $10,000 / $3.75 = 2,666.67 ≈ 2,667 units
break even point in $ = 2,667 units x $12.50 per unit = $33,337.50 ≈ $33,338
Answer:False
Explanation:
The potential advantage of online surveys are quick response rate and low cost than traditional surveys. This statement contradicts the above stamement.
Online surveys has faster medium to reach the target audience,cost-efficient.These are characteristics of online survey not traditional survey
So therefore it is false
Answer:
"Fell" "Harder"
Explanation:
When housing prices fell as they did beginning in 2006 following the housing market bubble, most banks and other lenders tightened the requirement for borrowers, making it harder for potential home buyers to obtain mortgages.
