Answer:
0.85
Explanation:
Given that
Dropped percentage of tuition and fees = 14%
Enrollment fall from 8,400 to 7,400
So, the cross elasticity between the two schools is
= Percentage change in quantity demanded of one good ÷ Percentage change in price of another good
where,
Percentage change in quantity demanded of one good equals to
= ($7,400 - $8,400) ÷ ($8,400)
= -11.9%
And, the percentage change in price of another good is -14%
So, the cross elasticity is
= -11.9% ÷ -14%
= 0.85
savings and loans is the way to go
Answer:
Adjusting Journal Entries:
December 31:
Debit Insurance Expense $2,900
Credit Prepaid Insurance Account $2,900
To record the insurance expense for the year.
Debit Supplies Expense $10,450
Credit Supplies Account $10,450
To record the supplies expense for the year.
Explanation:
a) The whole portion of Prepaid Insurance has expired since payment was made for 6 months on July 1. This covers the period from July 1 to December 31.
b) The total supplies inventory for the year will be $12,100 ($8,400 + 3,700). Since the physical count shows $1,650 of supplies available, it means that the difference $10,450 ($12,100 - 1,650) had been used. This portion is therefore expensed in accordance with the accrual concept.
The necessary adjusting entries for Lopez Company would be debiting Insurance Expenses and crediting Prepaid Insurance. For Zim Company, used supplies would be debited to Supplies Expense and credited to the Supplies account.
The two situations mentioned involve adjusting entries for prepaid and consumed expenses. It is necessary to adjust these periodically to accurately present the financial statements of a company.
In the case of Lopez Company, they paid $2,900 for six months of insurance coverage starting July 1. As it is now December 31, five months of the insurance has been used, with one month still not used (prepaid). Thus, the necessary adjusting entry would be a debit to Insurance Expense of $2,416.67 (5/6 x $2,900) and a credit to Prepaid Insurance of $2,416.67.
For Zim Company, their total supplies for the year is the beginning balance plus additional purchases ($8,400 + $3,700 = $12,100). As of December 31, only $1,650 worth of supplies are still available. This means $10,450 worth of supplies have been used. This would be debited to Supplies Expense and credited to the Supplies account.
#SPJ3
Answer:
$ 941 796
Explanation:
The present amount with compound interest is given by the following formula:
where A = $ 1 000 000
t (years) = 44
rate = 6%
= 0.06
The formula becomes:
1 000 000 = P (1 + (0.06/44) (44*1)
1 000 000 = P (1.0618)
P = $ 941 796
so the amount needed to be deposited is $ 941 796
Answer:
Governance Form.
Explanation:
The buyer has the right to request a copy of several documents, including the Governance Form. This form summarizes the board of directors and unit rights.
Answer:
The correct answer is
D. ($260,000)
good luck ❤
2. %
Answer:
Margin of safety in dollars is $91,000
Margin of safety as percentage of sales is 26%
Explanation:
Margin of safety can be defined as the amount of output or sales that a business can make before it reaches its breakeven point.
To calculate margin of safety in dollars
Margin of safety= Sales - Breakeven sales
Margin of safety= 350,000- 259,000
Margin of safety= $91,000
To calculate margin of safety as a percentage of sales, we use the following formula.
Margin of safety = (Sales- Breakeven point) ÷ Sales
Margin of safety = (350,000- 259,000)÷ 350,000
Margin of safety= 0.26= 26%
Answer:
1. Margin of Safety(MOS) expressed in dollars =91,000
2. Margin of Safety(MOS) expressed as percentage = 26% (to the nearest whole number)
Explanation:
The MARGIN OF SAFETY is applied as a measure of the difference between the actual sales and break-even sales.
In other words, to find Margin of Safety, you subtract break-even sales from the actual sales.
MOS is used to determine at which level sales can drop before a business incurs losses. It is a tool by which actual or budgeted sales may be decreased without resulting in any loss.
1. Formula for Margin of Safety(in dollars):
Margin of Safety(in dollars) = Actual/Budgeted Sales ➖ Break-even Sales
Where:
Actual Sales = $350,000
Break-even Sales = $259,000
➡ Margin of Safety(in dollars) = $350,000 ➖ $259,000 = 91,000(ans)
2. Formula for Margin of Safety (expressed as a percentage) = [(Actual/Budgeted Sales ➖ Break-even Sales) ➗ Actual/Budgeted Sales] ✖ 100%
Where:
Actual Sales = $350,000
Break-even Sales = $259,000
➡ Margin of Safety (in percentage) = [($350,000 ➖ $259,000) ➗ $350,000] ✖ 100%
= ($91,000 ➗ $350,000) ✖ 100%
= 0.26 ✖ 100% = 26%(ans).