Answer: Q = 6,440
Explanation:
Annual demand = D = 12,200
Setting up cost = O = $51
Production rate per year = P = Operating days × Producing capability
= 300 days a year × 100 per day
= 30,000
Holding cost per year = H = $0.05 per light
= 0.4
Therefore,
Optimal size of the production run, Q
= 6,440.49
Q = 6,440
Answer:
$4,817.17
Explanation:
The net present value is the present value of after tax cash flows substracted from the amount invested.
Using a financial calculator:
Cash flow for year zero = -$25,000
Cash flow for year one = -$8,000
Cash flow for year two = $16,000
Cash flow for year three = $16,000
Cash flow for year four = $16,000
I = 9%
NPV = $4,817.17
I hope my answer helps you.
Depending on what type of job depends on how much you ask for, but typically you would ask for minimum wage.
The present value is $450,000, and we have 4% annual interest over 10 years. Since we are looking at monthly payments, we further divide the 10 years into 120 months. The monthly interest is calculated as:
(1.04) = (1+i)^12
i = 0.003274
Then using the formula for periodic payments:
PP = PV*i*(1+i)^n / [(1+i)^n - 1]
PP = (450,000)*0.03274*(1.03274)^120 / (1.03274^120 - 1)
PP = $4540.75
Therefore, the monthly payment is $4,540.75.