Answer:
D. 400 million
Explanation:
Current Population of the country = 100 million
growth rate per year = g = 3.5%
Number of Years = n = 40 Years
Population after 40 year = ?
To calculate the population after 40 year use following formula:
Population after 40 years = Current year population x ( 1 + growth rate )^ number of years
Population after 40 years = Current year population x 
Population after 40 years = 100 million x 
Population after 40 years = 100 million x 
Population after 40 years = 100 million x 3.959259
Population after 40 years = 395.93 million
Population after 40 years = 400 million ( Rounded off to nearest hundred )
Answer: See explanation
Explanation:
a. The optimal order quantity can be calculated as:
= √2DS/H
where
D = 3 × 12 × 3487 × 0. 75
= 94149
Total cost incurred during purchase
= $1.55 + $0.70
= $2.25
Setup cost (S) = $186
Holding cost
= 32% × $2.25
= 0.32 × $2.25
= $0.72
Optimal order quantity
= √(2 × 94149 × 186)/0.72
= 6974.50
b. This will be calculated as:
Annual demand / EOQ
= 94149/6974.50
= 13.50
The company should order cotton 13.5 times per year.
c. Since the first order is needed on 1-July and lead time is 2 weeks, SYM should place the order before 17th June.
d. This will be:
= Annual demand / EOQ
= 94149/6974.50
= 13.5 orders
e. The resulting annual holding cost will be:
= 0.72 × (6974.50/2)
= 0.72 × 3487.25
= $2510.82
f. The resulting annual ordering will be:
= 94149/6974.50 × $186
= 13.5 × $186
= $2511
The answer is "true" hopefully this helped
Answer:
I believe e but don't take my word
Explanation:
father used to work management in a restaurant (general manager) gms or managers have to open and close the store
