Answer:
The break-even in monthly dollar sales is closest to $215,000
Explanation:
The break-even point is the level of production at which the costs of production equal the revenues for a product and calculated by using following formula:
Break-even point in units = Fixed expense/(Selling price per unit-Variable expense per unit) = $144,050/($230.00 - $75.90) = 935 units
The break-even in monthly dollar sales = 935 x $230.00 = $215,000
Answer:
$65
Explanation:
The calculation of the break even price for this position is given elow:
Break even price is
= Strike price - premium
= $70 - $5
= $65
The stock goes increase i.e. upwards to $65 so the amount that lose is only $5 but it declines than the stock would be $0
Therefore, the break even price of this position is $65
So, by using the above formula we can get the break even price and the same is to be considered
Answer: none is correct.
Explanation:
Given data:
2 years ago = $500
1 year ago = $300
Today = $800
Solution:
PV ( presents value )
= p * r * t
Where:
p = principal ( $500, $300, $800 )
r = rate = 4%
t = duration (time) ( 2years, 1 year and present ).
= ( $500* 2 * 0.04 ) + ( $300 * 1 * 0.04 ) + $800
= $40 + $12 + $800
= $852
PV = $500 + $300 + $852
= $1,652.
Answer:
providing intangible goods and services
Explanation:
A service business is an organisation that provides services.
Examples of service businesses are airlines, insurance companies, and hospitals.
I hope my answer helps you
<span>Reduction in a nation's labor force would long-run aggregate supply curse to the left, representing a reduction in labor. This would tend to drive up labor costs over time. Presumably, the demand curve would remain static in the short-term.
However, such a reduction would also impact the nation's consumption and thereby reduce the demand for products. This would in turn drive a decreased demand for labor (leftward shift) and apply downward pressure to wages.
The answer to this depends on whether the questions is regarding short-term, medium-term or long-term labor supply/demand curve.</span>
