Answer:
Budgeted total revenue = $424,000
Explanation:
<em>The revenue budget shows the expected amount sales income projected for the next coming accounting period for a business. It contains data about the expected ales volume for different products, their prices and the estimated sales revenue.</em>
Product Price Quantity Revenue
Ounce 0.40 460,000 184,000
Bottles 1.20 200,000 <u>240,000
</u>
Total revenue <u>424,000
</u>
Budgeted total revenue = $424,000
Answer:
$150,000
Explanation:
Ending inventory, the value of goods available for sale at the end of the accounting period, plays an important role in reporting the financial status of a company and can best be figured out using the equation,
Ending Inventory = Beginning Inventory + Net Purchases - Cost of Goods Sold (or COGS)
Beginning Inventory = $160,000 in retail
Net purchases = $500,000 in retail +$10,000 Markups
Cost of goods sold = $500,000
So, End Inventory = 160,000+500,000+10,000-500,000
End Inventory = $150,000
Answer: The control the company has over Ike's job details.
Explanation:
The Home-baked bread company and Ike share something in common which is the fact that Ike is an employee of the company and also he is to be paid by the company.
As an employee of the bread company, they still control Ike's job role and can decide to vary or maintain his current job role depending on what the company desires to achieve. Also if he doesn't meet up to some target he can still be laid off, due to the fact that he is still on his trial period.
2. How should employers respond to K to 12 graduates who apply for vacant positions in
3. What were the perceived disadvantages of K to 12 graduates pcompared to college students?
4. What factors could give K to 12 graduates an advantage in the labor market?
Discussion Questions
1.
What is the dilemma K to 12 graduates face when applying for a job?
their company? Pa help asap po
Answer:
9.1%
Explanation:
To calculate the annual rate of return on this account you can use the following formula:
r = ( FV / PV )^1/n - 1, where
r= rate of return
FV= future value= 25,000
PV= present value= 450
n= number of periods of time= 46
r=(25,000/450)^(1/46)-1
r=55.56^0.0217-1
r=1.091-1
r=0.091 → 9.1%
According to this, the annual rate of return on this account was 9.1%.
