Answer:
y = (x / 100) + 100
Explanation:
First, we need to know the amount of money that it spends on advertising for each extra unit sold. That would be equal to: 2,500 / 25 = 100
This value will be the divisor of the advertising expense (x) to obtain the variable factor of the number of units.
Since 100 units are already sold without investment, this value is taken as fixed and added.
And with the previous data, the formula remains:
y = (x / 100) + 100
Answer:
a. $70,500
b. $7,500
c. $9,000
Explanation:
a. The computation of the amount of revenue is shown below:-
Amount of revenue = Ending balance of accounts receivable + Cash collected - Beginning balance of accounts receivable
= $10,500 + $72,000 - $12,000
= $70,500
b. The computation of net income earned during the accounting period is shown below:-
Net income = Revenue generated - Expenses
= $70,500 - $63,000
= $7,500
c. The computation of amount of cash flow from operating activities is shown below:-
Net cash flow from operating activities = Cash collection - Amount paid for operating expenses
= $72,000 - $63,000
= $9,000
Answer:
Land $434,696
Land improvements $108,609
Building $1,720,600
To Cash $2,263,905
(Being the amount paid in cash is recorded)
Explanation:
The journal entry is shown below:
Land $434,696
Land improvements $108,609
Building $1,720,600
To Cash $2,263,905
(Being the amount paid in cash is recorded)
The land, land improvements and the building increases the assets so it is debited while the cash is credited as the cash is paid
The computation of the land is shown below:
= Purchase price of the land + purchase price for the old building + paid amount for tear down the old building + cost to fill and level the lot
= $224,000 + $119,000 + $37,000 + $54,696
= $434,696
Answer:
b. −1.79 percent
Explanation:
You can solve this using a financial calculator. I'm using TI BA II plus ;
First, find Price of the bond if YTM = 5.5%. Since it is semi-annual, adjust the YTM and total duration;
N = 13*2 = 26
I/Y = 5.5%/2 = 2.75%
PMT = (6%/2)*1000 = 30
FV = 1,000
CPT PV = $1046.01
Next, find Price of the bond if YTM = 5.7%.
N = 13*2 = 26
I/Y = 5.7%/2 = 2.85%
PMT = (6%/2)*1000 = 30
FV = 1,000
CPT PV = $1027.28
Percentage change =[ (New price- Old price)/Old price] *100
= -1.79%