Answer:
more hours
Explanation:
Opportunity cost of the next best option forgone when one alternative is chosen over other alternatives
time is a limited resource that has to be shared between work and leisure. If the opportunity cost of leisure increases, it means he is giving up more work to rest. As a result, he would increase his work hours
Answer:
The answer is $230,000
Explanation:
Net sales is the sum of a company's gross(total) sales minus any returned goods, sales allowances and/or discounts. The total amount of revenue on a company's income statement is the net sales.
Gross sales - $240,000
Merchandise returned - $10,000
Net sales = Gross sales - goods returned
$240,000 - $10,000
= $230,000
Explanation:
ummmmn I don't get this lol
Based on the calculation below, incremental after-tax operating cash flow is $675,000
<h3>How to calculate incremental after-tax operating cash flow</h3>
This can be calculated as follows:
Profit before interest and tax = Revenue - Operating costs – Depreciation = $1,000,000 - $200,000 - $300,000 = $500,000
Operating income = Profit before tax – (Profit before tax * Tax rate) = $500,000 – ($500,000 * 25%) = $375,000
Therefore, we have:
Incremental after-tax operating cash flow = Operating income + Depreciation = $375,000 + $300,000 = $675,000
Learn more about cash flows here: brainly.com/question/18301011.
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<h3>
Answer:</h3><h3>Tranche A interest $50m*9%*3/12 $1,125,000 </h3><h3>Tranche B interest $100m*10%*3/12 $2,500,000 </h3><h3>Tranche C interest $50m*11%*3/12 $1,375,000</h3><h3>Principal balances:</h3><h3>Tranche A $47 million</h3><h3>Tranche B $100 million</h3><h3>Tranche C $50 million</h3><h3 /><h3 /><h3>Explanation:</h3><h3>The approach in debts securitization is that the most senior tranche,tranche A in this question receives any payment received in excess of periodic payment of interest.</h3><h3>On that basis,the quarterly payments can be shared between the three tranches as follows:</h3><h3>Total quarterly payment received $8000,000</h3><h3>Tranche A interest $50m*9%*3/12 ($1,125,000) </h3><h3>Tranche B interest $100m*10%*3/12 ($2,500,000) </h3><h3>Tranche C interest $50m*11%*3/12 ($1,375,000) </h3><h3>Balance left $3,000,000</h3><h3>As earlier reiterated, the balance of $3 million would be used to redeem part of tranche A,hence in tranche A is $47 million($50m-$3m):</h3><h3>Principal balances:</h3><h3>Tranche A $47 million</h3><h3>Tranche B $100 million</h3><h3>Tranche C $50 million</h3>