Answer:
$340,000
Explanation:
The computation of Product X’s sales value at the split-off point is shown below:
= Total sales value - Product Y sales value at the split-off point - Product Z sales value at the split-off point
= $600,000 - $150,000 - $110,000
= $340,000
Basically for determining the Product X sales value at the split-off point, we deduct the Product Y sales value and the Product Z sales value at the split-off point from the total sales value
Answer: $8,069.29
Explanation:
If it is paid at the beginning of the year, it accumulates an extra year of interest and would be an Annuity Due.
If it is paid at the end, it is an ordinary annuity.
Present value of annuity due = Annuity * Present value interest factor of Annuity due, 6.8%, 25 periods
= 10,000 * 12.673521
= $126,735.21
Present value of annuity = Annuity * Present value interest factor of annuity, 6.8%, 25 periods
= 10,000 * 11.866592
= $118,665.92
Difference :
= 126,735.21 - 118,665.92
= $8,069.29
Answer: $90,000
Explanation:
If sales in 2008 and 2009 were steady at $30 million, but the gross margin increased from 2.9% to 3.2% between those years, the amount by which the cost of sales would be reduced would be:
= $30 million × (3.2% - 2.9%)
= $30 nillioy× 0.3%
= $30 million × 0.003
= $90,000
Answer:
The correct answer to the following question is B) primary demand stimulation.
Explanation:
Primary demand stimulation can be defined as such advertising messages, whose main objective is to promote the benefits of a product or product category, rather than promoting a whole brand. The main purpose of making such advertisement is to influence the buying decisions of consumers by telling them about the benefits of product and also in situation when a new product has been launched or technological up gradation has been made.
Answer:
Consider the following calculations
Explanation:
- PMT(Interest_Rate/Num_Pmt_Per_Year,Loan_Years*Num_Pmt_Per_Year,Loan_Amount)
- If you input these values on a financial calculator, PMT = 2011.56
- Balance of the loan at the end of 13 years = 209798.54
- Interest paid in the 6th year = 21464.51
- 224th Payment Principal = 722.70