Answer:
All the answers are right
Explanation:
A.To provide a hedge against inflation. : in an inflationary economy, a company can invest in inventory in order to be prepared for the higher prices of raw materials to come. So they can maintain the company´s profit.
B. To tightly synchronize production and distribution processes: inventory of final products can help to minimize the effects of unexpected production problems.
C. To ensure that item cost is maximized: A company can buy a bulk of raw material since the cost of a large number of units is lower. So the final product's cost will be maximized.
D. to tightly synchronize a firm's production with its customers' demand: for example in a seasonal demand, There are certain months when the demand exceeds the production capacity. In theis case, in the lower season months, the company will be increasing the inventory in order to meet the demand when the high season comes.
tell him to put less information with more details.
Instead of putting large amounts of small information in a cover letter, he should be putting small amounts of information with smaller details, a cover letter is explaining you and your backround better to the employers to see if you're what they want, and to get to know your backround better. If Seymour puts his little important details of information he will have a better chance at impressing the employers.
Answer:
4.20 and normal good
Explanation:
The computation of the income elasticity of demand is shown below:
= (change in quantity demanded ÷ average of quantity demanded) ÷ (percentage change in income ÷ average of quantity income)
where,
Change in income would be
= Q2 - Q1
= 109,500 - 102,300
= 7,200
And, average of income would be
= (109,500 + 102,300) ÷ 2
= 105,900
Change in quantity demanded would be
= 4 - 3
= 1
And, average of quantity demanded would be
= ($4 + 3) ÷ 2
= 3.5
So, after solving this, the income elasticity of demand is 4.20
Since the elasticity comes in positive which means the good is a normal goods
The formula is
I=prt
I interest paid 1120
p principle 32000
T time 4/12
R annual percentage interest rate?
Solve for r
R=I÷pt
R=1,120÷(32,000×(4÷12))
R=0.105×100
R=10.5%
