Spiritually, risky behavior can truly take a toll. If you are religious, your actions won’t be in line with your beliefs (most likely). There is a trickle down effect from there. Lots of times, risky behavior makes a person feel paranoid because a person is doing things s/he feels is wrong. All of that takes a toll on a person physically. When you compromise yourself, you will tend to be on an emotional roller coaster. Not a great way to live
Answer:
June 1 2020
No entry
September 1, 2020
Dr Cash $1,980
Dr Accounts receivable $300
Cr Sales revenue $1,730
Cr Unearned sales revenue $550
September 1, 2020
Dr Cost of goods sold $1,140
Cr Inventory $1,140
October 15 2020
Dr Cash $300
Dr Unearned service revenue $550
Cr Accounts receivable $300
Cr Service Revenue $550
Explanation:
Preparation of the journal entries for Geraths in 2020
June 1 2020
No entry
September 1, 2020
Dr Cash $1,980
Dr Accounts receivable $300
($1,730+$550+$1,980)
Cr Sales revenue $1,730
($1,980/$2,610*$2,280)
($1,980+$630=$2,610)
Cr Unearned sales revenue $550 ($630/$2,610*$2,280)
September 1, 2020
Dr Cost of goods sold $1,140
Cr Inventory $1,140
October 15 2020
Dr Cash $300
Dr Unearned service revenue $550
Cr Accounts receivable $300
Cr Service Revenue $550
A pricing tool that focuses on the changes in total revenue and total cost from selling one more unit to find the most profitable price and quantity is called Marginal analysis.
Marginal analysis is an examination of the added benefits of an activity against the incremental costs resulting from the same activity. Businesses use marginal analysis as a decision-making tool to help them maximize their potential revenue. For example, if a company has a budget to make room for another employee and plans to hire another person to work in the factory, marginal analysis indicates that hiring that person provides a net marginal benefit.
To learn more about Marginal analysis, click here.
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Using the formula for compound interest:
The formula for annual compound interest, including principal sum, is:
A = P (1 + r/n)ⁿˣ
Where:
A = the future value = $95000
P = the principal investment amount = ?
r = the annual interest rate = 0.06
n = the number of times that interest is compounded per year = 2
x = the number of years the money is invested = 0.5
95,000 = P (1 + 0.06/2)¹
95,000 = P (1.06/2)
95,000 = P (0.53)
P = 95,000 ÷ 0.53
P = 95,000 ÷ 0.53
P = 179,245.30
Total compounded interest = 179,245.30 - 95,000
Total compounded interest = 84,245
