Answer: On the supply side of the GDP, structures account for around 7% of U.S GDP
Services account for more than half of the supply side GDP and structures account for only 7% of the United States GDP
Answer:
Inventory= $5,040
Explanation:
Giving the following information:
March 1, 2021, inventory: 1,000 gallons @ $7.20 per gallon = $7,200
Purchases:
Mar. 10 600 gals @ $ 7.25
Mar. 16 800 gals @ $ 7.30
Mar. 23 600 gals @ $ 7.35
Sales:
Mar. 5 400 gals
Mar. 14 700 gals
Mar. 20 500 gals
Mar. 26 700 gals
Total units= 3,000
Total sales= 2,300
Ending inventory= 700 units
LIFO (last-in, first-out)
Inventory= 700*7.20= $5,040
Answer: 35500units
Explanation: to earn a predetermined net income before tax,the sales units must be equivalent to the sum of fixed cost and pretax net income then divide by the contribution per unit. Contrition is selling price per unit minus variable cost per unit
Rationalization, a strategic initiative as well as methods to first decrease static or restricted-use providers begins to enable sustainable supply baseline optimization, which is termed as Supply base optimization.
<u>Some advantages of an Optimized supply base are provided below</u>:
- Cost efficiency.
- Enhance output.
- Better Collaboration.
- Identify problem areas with ease.
- Prevention of delays.
<u>Some advantages of an Optimized supply base are provided below</u>:
- Lack of Reliability.
- Complicated.
- Co-ordination vacuum between organizations.
- Trained and personalized personnel are required.
- Cost of execution.
<u>A buyer can overcome the disadvantages by the following point</u>:
- Your Emergency Strategy is referred to.
- Creating open communication channels.
- Ensure the level of customer satisfaction.
Learn more about optimized supply base here:
brainly.com/question/1198059
Answer:
We will have $6488.6 in our account in 6 years.
Explanation:
The rate is 6.1% but it is compounded daily which means that the effective annual interest rate will be different to the stated rate. In order to find the EAR we will use the formula
(1+(R/N))^N)-1
In this case R=6.1% and N is 365 as there are 365 days in a year which means there will be 365 compounding periods as it is compounded daily.
We will put these values in the formula.
(1+(0.061/365))^365)-1
=(1.000167^365)-1=1.062893-1=0.062893
The Ear is 6.289%
Now in order to find how much we will have in our account in 6 years will use the formula
Future value = Present value *(1+Ear)^Number of years.
Future value = 4,500*(1+0.06289)^6=6488.6