Explanation:
The journal entries are shown below:
a. Inventory Dr $23,500
To Account payable $23,500
(Being inventory purchased on credit)
b. Account payable Dr $4,200
To Purchase return $4,200
(Being the return of the inventory is recorded)
c. Account payable Dr $19,300
To Cash $19,300
(Being the payment of the invoice is recorded)
Answer:
0.76
Explanation:
So, in this particular question we are given that that there are two assets which are the; [1]. stock fund and [2]. a long-term government and corporate bond fund.
From the question/problem, we have that the Expected ret and the std. dev. for the Stock fund is 18% and 25% respectively. Also, the Expected ret and std. dev. for Bond fund 11% and 18% respectively.
Thus, the investment proportion in the minimum variance portfolio of the bond fund = 1 - [ ( 18%)² - 0.4 × 25% × 18%) ÷ ( 25%)² + (18%)² - 2 × 0.4 × 25% × 18%. = 1 - [0.0144 ÷ 0.0609 ] = 1 - 0.24 = 0.76.
Based on his deductible and coinsurance cap, the amount that Barry will pay is <u>$4,560.</u>
<h3>Amount Barry will pay </h3>
Barry will have to pay the entire deductible of $1,200. The expenses that are left will then be shared between him and the insurer in a 20% - 80% ratio but he will not pay more than $5,000.
Total he will pay out of pocket is therefore:
= Deductible + ( 20% x (Medical expenses - deductible))
Solving gives:
= 1,200 + ( 20% x (18,000 - 1,200))
= $4,560
In conclusion, he will pay $4,560.
Find out more on insurance payments at brainly.com/question/25973180.
Answer: option D is correct
Explanation:
This is the biologically productive land that can sustain the individuals activities. It takes into account resources needed to produce goods and clean up it's waste.
Answer: 860
Explanation:
The gross domestic product is the value of the goods and services which are produced in a particular country from the year.
In this question, we are informed that we should calculate GDP loss if equilibrium level of GDP is $10,000, unemployment rate 9.8%, and the marginal prospensity to consume is 0.75.
The GDP loss will be calculated as:
= [(0.75 × 9.8)/100 × 10,000] + 125
= [(7.35/100) × 10000] + 125
= [(0.0735) × 10000] + 125
= 735 + 125
= 860
