Answer:
e. In calculating the project's operating cash flows, the firm should not deduct financing costs such as interest expense, because financing costs are accounted for by discounting at the cost of capital. If interest were deducted when estimating cash flows, this would, in effect, "double count" it.
Explanation:
Weighted average cost of capital (WACC) is a calculation that takes into consideration all cost associated with capital obtained to finance a company.
This also includes cost such as interest expense.
In the given scenario when calculating the project's operating cash flow it is important to exclude such financing costs since they have been considered in the WACC calculation.
It will be a double deduction if it is considered again in operating cash flow calculation.
Answer:
A) It will increase.
Explanation:
As we know that the safety stock is directly proportional to the lead time that means if the safety stock rises than the lead time is also increased and if the safety stock decreased than the lead time is also decreased.
So, in the case when the lead time rises so expected on hand would also increased
hence, the correct option is A
And, the rest of the options are incorrect
Answer:
$7,750
Explanation:
The computation of the net income for the first year is shown below:
but before that following calculations needed
The Cost of production is
= Direct material + Direct labor + Manufacturing overhead
= $11,625 + $11,000 + $10,000
= $32,625
The Unit product cost is
= $32,625 ÷ 7,250 units
= $4.50 per unit
Now
Cost of goods sold = Number of units sold × cost per unit
= 4,500 units × $4.50
= $20,250
And, finally
Net Income = Sales revenue - COGS - general, selling, and administrative expenses
= (4,500 units × $7) - $20,250 - $3,500
= $7,750
Answer:
Consumer surplus increases by $2
Explanation:
The consumer surplus can be defined as the benefit that consumers gain when they pay less for a good that they are willing to pay more for.
a). Determine the final demand as follows;
Price elasticity of demand=% change in price/% change in demand
where;
price elasticity of demand=-1
% change in price={(Final price-initial price)/initial price}×100
Final price=$24
initial price=$25
% change in price=(24-25)/25=(1/25)×100=-4%
% change in demand=x
replacing in the original expression;
-1=-4/x
x=4%
% change in quantity={final quantity-initial quantity/initial quantity}×100
let final quantity=y
4%={(y-100)/100}×100
0.04=(y-100)/100
4=y-100
y=4+100=104
final quantity=104 units
Consumer surplus=(1/2)×change in price×change in quantity
where;
change in price=25-24=1
change in quantity=104-100=4
Consumer surplus=(1/2)×1×4=2
Consumer surplus increases by $2
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