Answer:
If they set the price of each ticket at $50, the profit of the promoters will be of $25,000
Explanation:
Earnings:
1,500 seats sold (1,000 die-hard fans + 500 casual fans) x $50 for ticket = $75,000
Costs: $50,000 (band, lighting, security, etc.)
Profit: $75,000 - $50,000 = $25,000
Answer:
Always higher than manufacturing cost per unit for variable costing.
Explanation:
Absorption costing continuously contains fixed overheads similarly while computing the manufacturing cost.
Conversely, under variable costing only adjustable overheads were included.
Thus, the manufacturing cost under absorption costing method is always higher than variable costing method
Therefore, per unit cost will always be higher under absorption costing than in variable costing.
So, option C is the correct option
Quantity. Amounts and weights must be accurate. ...
Quality. The stated quality must be accurate. ...
Price. The price must be accurate and not misleading. ...
Brand Names. ...
Product Identification. ...
Point of Origin. ...
Merchandising Terms. ...
Means of Preservation.
False. Here, the potential employer either calls or emails you "regarding the interview" not to have an actual interview" which is typically done face to face and in person. The employer asks the potential employee questions related to the job position to find out if he/she is qualified for the position,. Additionally, this allows the employer an opportunity to "see" this person, which is helpful for further evaluation.
Answer:
Bond Price = $4940.8468 rounded off to $4940.85
Explanation:
The price of a zero coupon bond is simply calculated by calculating the present value of the face value of the bond that the bond pays at maturity. The formula for the price of a zero coupon bond is,
Bond Price = Face Value / ( 1 + r )^n
Where,
- r is the rate or YTM
- n is the number of periods left to maturity
Assuming that the r or YTM is always stated in annual terms, the semi annual YTM will be 5.1% / 2 = 2.55%
Assuming semi annual compounding periods, the total number of periods or n will be,
n = 14 * 2 = 28
Bond Price = 10000 / (1 + 0.0255)^28
Bond Price = $4940.8468 rounded off to $4940.85
