Answer:
IRR is greater than required return by 17.38 - 16.8 % = 0.58 %
so project will accept
Explanation:
given data
initial cost = $38,000
cash inflows year 1 = $12,300
cash inflows year 2= $24,200
cash inflows year 3 = $16,100
rate of return = 16.8 %
solution
we consider here IRR is = x so
present value of inflows is equal to present value of outflows .............1
we can say that it as
initial cost = present value
3800 = 
solve it we get
x = 17.38%
here IRR is greater than required return by 17.38 - 16.8 % = 0.58 %
so project will accept
Answer
The answer and procedures of the exercise are attached in the following archives.
Explanation
You will find the procedures, formulas or necessary explanations in the archive attached below. If you have any question ask and I will aclare your doubts kindly.
Answer:
d. Rise in price of alcohol
Explanation:
Change in Quantity demanded occurs due to change in Price. Change in Demand happens due to factors other than price - Income, Substitute & Complementary good's price, Taste.
Change in alcohol demand - due to substitute Cigarette price change , Change [Decrease] in alcohol demand - due to change in taste based on anti drinking sentiments, higher risk of alcohol liver cirrhosis , Change [Increase] in alcohol demand - due to change [rise] in Income : These all are due to factors other than price & hence are 'Change in Demand'
Rise in price of Alcohol leads to 'Change [Expansion] in Quantity Demanded' due to price change [rise] .
Answer:
The AC Corporation takes 46 Days average to pay back its accounts payable.
Explanation:
Average Accounts Payable = $7863.5
Cost of Goods Sold = $63,008
Number of Days in Accounting Period = 365
Days Payable Outstanding = (Average Accounts Payable / Cost of Goods Sold) x Number of Days in Accounting Period
Days Payable Outstanding = ($7,863.5 / $63,008) x 365
Days Payable Outstanding = 45.55
Therefor, the company takes an average of 46 days to pay back its accounts payable.
Answer:
≈ 9644 quantity of card
Explanation:
given data:
n = 4 regions/areas
mean demand = 2300
standard deviation = 200
cost of card (c) = $0.5
selling price (p) = $3.75
salvage value of card ( v ) = $ 0
The optimal production quantity for the card can be calculated using this formula below
= <em>u</em> + z (0.8667 ) * б
= 9200 + 1.110926 * 400
≈ 9644 quantity of card
First we have to find <em>u</em>
u = n * mean demand
= 4 * 2300 = 9200
next we find the value of Z
Z = (
)
= ( 3.75 - 0.5 ) / 3.75 = 0.8667
Z( 0.8667 ) = 1.110926 ( using excel formula : NORMSINV (0.8667 )
next we find б
б = 200
= 400