Answer:
The correct answer is To encourage Julio and listen to his needs but still direct decisions on the goals
.
Explanation:
Decision analysis supports all managerial functions. Nothing a manager does is more important than the use of the best information available to make good decisions. The damage caused to an organization by a basically wrong decision cannot be avoided either by the most careful planning or by a basic implementation.
Answer:
"Actions To Take"
Check my records first
Contact the bank right away
Handle the matter quickly
"Actions To Avoid"
Set the note aside and wait until later
Answer:
a. What is the PI if the discount rate is 20%?
profitability index = present value of cash flows / initial outlay
PI = $9,137.41 / $5,000 = 1.83
b. What is the NPV if the discount rate is 20%?
NPV = -$5,000 + $9,137.41 = $4,137.41
c. What is the IRR if the discount rate is 20%?
the discount rate is irrelevant when you are calculating the IRR, since the IRR is the discussion rte at which the NPV = $0
IRR = 55.23%
Explanation:
Initial Outlay -$5,000
Year 1 $3,000
Year 2 $3,500
Year 3 $3,200
Year 4 $2,800
Year 5 $2,500.
Answer:
$50,000
Explanation:
To calculate the amount of cash that the company received from selling common stock during the year 2 we can use the following formula:
cash received = (common stock year 2 - common stock year 1) + (paid in capital in excess of par year 2 - paid in capital in excess of par year 1) =
cash received = ($110,000 - $100,000) + ($90,000 - $50,000) = $10,000 + $40,000 = $50,000
Answer:
P.Ed at p = 5 :- 0.26
Revenue maximising price = 8.5 ; Maximum Total Revenue = 1222
Explanation:
Price Elasticity of Demand shows responsive change in demand, due to change in price. P.Ed = ( dq / dp ) x ( p / q )
q = 216 - p^2
dq / dp = - 2p
P.Ed = dq / dp x ( p / q )
So, PEd = ( -2p ) x ( p / q )
[ (- 2p) (p) ] / [ 216 - p^2 ]
(- 2p^2 ) / ( 216 - p^2 )
Putting value of P = 5 in P.Ed
<u>- 2(25) </u>
216 - 25
= - 50 / 191
P.Ed = 0.26
Revenue is the total value of receipts from sale of goods & services. TR = p x q
q = 216 - p^2
TR = 216p - p^3
To find price maximising TR , we will derivate TR function with respect to 'p'
d TR / d p = 216 - 3p^2
d TR / d p = 216 - 3p^2 = 0
3p^2 = 216
p^2 = 216 / 3
p^2 = 72
p = √ 72
p = 8.5
Finding maximum revenue ; Putting price = 8.5 in TR function
TR = 216p - p^3
216 (8.5) - (8.5)^3
1836 - 614
1222