In a decision to either sell as is or process a product further, joint costs are considered irrelevant and process further costs are considered relevant.
The decision of whether to sell the product right away or wait to sell it in order to earn more money. Although we think that growing the business's income is great, we also need to make sure that the costs associated with the growth will be met. We must contrast the profit margin between selling now and selling later because additional processes will demand more resources and expenses.
Additionally, we need to make an effort to maximise the return on our investment. Additional processes might need more money spent on equipment. These factors require us to apply the sell or process further technique in order to choose the best course of action.
Typically, this scenario occurs in a joint product where one or more outputs can be generated and produce additional revenue. The joint products are produced at the same cost up until the point where they are divided and further sold or processed. Although the products can be sold at the split point, there are instances when continuing developing them is more profitable.
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Answer:
1. Dr Cash 665
Cr Advance from customer 665
2. Dr Cash 685
Cr Other income 685
3. Dr cash 18675
Cr Account receivable 18675
4. Dr Account receivable 9600
Cr Sales revenue 9600
5. Dr Cash 8000
Cr Account receivable 8000
6.Dr Utility expense 395
Utility expense payable 395
7. Dr Supplies 1255
Cr Accounts payable 1255
8. Dr Accounts payable 2600
Cr Cash 2600
9.Dr Salaries and wages expense 12200
Cr Cash 12200
Explanation:
Answer:
His loan payment each quarter is nearest to $4,705.10.
Explanation:
Using a Financial Calculator enter the following data and find PMT, the loan payment each quarter
Pv = $70,000
n = 4 × 5 = 20
r = 12%
P/yr = 4
Fv = $0
Pmt = ? - $4,705.10
Thus PMT, the loan payment each quarter will be $4,705.10.
Answer:
Final Value= $18,253.12
Explanation:
Giving the following information:
For the next 6 years, you plan to make equal quarterly deposits of $600.00 into an account paying 8% compounded quarterly.
To calculate the final value, we need to use the following formula:
FV= {A*[(1+i)^n-1]}/i
A= quarterly deposit= 600
n= 6*4= 24
i= 0.08/4= 0.02
FV= {600*[(1.02^24) - 1]}/ 0.02= $18,253.12
