Cat foodstuffs ahgsusysush
Answer:
The correct answer is 8 $ per box
Explanation:
Solution
Given that:
Let EOQ = √(2*D*S/H) = √(2*500*150/0.2*P)
(a) Let P = 8.5 $/box
Then,
EOQ = √(2*500*150/0.2*8.5) = 297 boxes
Thus,
No feasible as P = 8.5 $/box when Q<=200
(b). Let P = 8 $/box
Thus,
EOQ = SQRT(2*500*150/0.2*8) = 306 boxes (approx)
This quantity is right as it falls between 200 and 800.
Therefore the price at the optimal order quantity that minimizes total annual cost is 8 $/box
Answer:
A.) - 2.6
B.) 0.4
Explanation:
Ticket price = $3
Winning price = $200
Probability of winning(Pwin) = (1/500)
Probability of not winning (Ploss) = [ 1 - (1/500)] = 499/500
Net income if Raul wins (Nwin) = $200 - $3 = $197(no refund)
Net loss if Raul does not win(Nloss) = - $3
A.) Expected value is calculated by;
(Pwin × Nwin) + (Ploss × Nloss)
((1/500) × 197) + ((499/500) × - 3)
0.394 - 2.994 = - 2.6
B.) Fair Value is calculated by;
Cost of ticket + Expected value
3 - 2.6 = 0.4
Answer:
c. N = 7, I/Y = 4, PV = 37,000
Explanation:
In financial Calculator the following key wii be pressed to calculate the the balance of the account (Future value)
For the number of year enter N = 7
Interest per year enter I/Y = 4
For present value enter PV = 37,000
This will calculate Malissa's account balance after 7 years which is $48,689.
So the correct answer is c. N = 7, I/Y = 4, PV = 37,000.
Answer:
Asset sales. Depreciation.interest income and interest expense
Explanation:
These Journals are:
Sales journal
Cash receipts journal
Purchases journal
Cash disbursements journal
