Answer:
Perpetual batteries has 2 options in order to meet its ethical responsibilities:
- Try to make sure that their system is 100% leak proof, but that would be very hard to do (systems are rarely perfect) and the public might not believe them. If the public does not believe them, they might still suffer form lower sales.
- Change the design of their batteries so that they no longer need to use the harmful chemical, and instead use environmentally friendly processes. This option is better because this change can be used to both solve environmental issues and helps to promote the company's image as green or environmentally friendly which can increase their sales volume.
Answer:
size of group is 53 people
Explanation:
given data
person = 42
per person pay = $64
to find out
size of the group that maximizes income for the owners of the ship
solution
we will consider here number of additional person is = x
so
total passenger = x + 42
and price per person = 64 - x
so
total income is
R ( x) = ( x + 42 ) × ( 64 - x )
R ( x) = −x² + 22 x + 2688 .......................1
and maximize the total income will be when R (x) is a quadratic function
so
f (x) = ax² + bx + c is maximum
when a ≤ 0 and x = 
so
income will maximum when x from equation 1
x = 
x = 11
so
size of group is 42 + 11 = 53
Answer: $283,140
Explanation:
The total cost of the departmental work in process inventory at the end of the period is $283,140.
The work in progress (WIP) was calculated as:
= 2000 × 30%
= 2000 × 0.3
= 600
Check the attachment for further explanation.
Answer:
$105
Explanation:
Calculation for What price would you be willing to pay for a share of the preferred
First step is to find the Dividend using the formula
Dividend =Par value preferred stock × Annual dividend percentage
Let plug in the formula
Dividend=$75 par value ×7%
Dividend=$5.25
Second step is to find the price using this formula
Price = Dividend ÷ Return percentage
Let plug in the formula
Price=$5.25÷5%
Price =$105
Therefore the price you would be willing to pay for a share of the preferred if you receive your first dividend one year from now will be $105.