Answer:
2016: $300 million; 40%; $60 million
2017: $450 million; 60%; $90 million
Explanation:
Total costs:
= Costs incurred in 2016 + Costs incurred in 2017
= $240 + $360
= $600
In 2016:
Percent of total excepted costs:
= Costs incurred in 2016 ÷ Total costs
= $240 ÷ $600
= 0.4 or 40%
Revenue recognized:
= Percent of total excepted cost × Contract price
= 0.4 × $750 million
= $300 million
Income = Revenue recognized - Costs incurred in 2016
= $300 million - $240 million
= $60 million
In 2017:
Percent of total excepted costs:
= Costs incurred in 2017 ÷ Total costs
= $360 ÷ $600
= 0.6 or 60%
Revenue recognized:
= Percent of total excepted cost × Contract price
= 0.6 × $750 million
= $450 million
Income = Revenue recognized - Costs incurred in 2017
= $450 million - $360 million
= $90 million
The answer is the correct value
<span>To evaluate the accuracy of a measurement, the measured value must be compared to the correct value and you must compare the values of two or more repeated measurements
By doing this, you will have a set of standard to follow to make sure that the result of your research still placed within the scope of standards that accepted by experts in your field, which reduce the likelihood of your result to be considered as invalid.</span>
Answer:
The answer is 'it increases the number of shares outstanding'
Explanation:
Stock split increases the number of shares outstanding. It causes dilution of earnings per share.
For example, ABC Inc. has 50,000 shares outstanding and it announces a stock split of 3-for- 1.
This means that any shareholder that has 1 will exchange that 1 share for 3 shares. So at the end of the stock split the total number of shares outstanding will be 150,000 shares (50,000 x 3)
To solve this problem, we first make a chart that shows the spending pattern of $90 million over 23 years.
$90 million at 11% = [math]\frac{90 \times 1.11^{23}}{100}=903.478[/math]. The future worth at the end of the 23-year is approximately $903,478.
Since the problem does not provide a standard amount of time that people usually use to measure interest rates, we can infer that this rate should be 10% per year.
Using 10% per year instead of 11%:
$90 million at 10% = [math]\frac{90 \times 1.10^{23}}{100}=897.507[/math]. The future worth at the end of the 23-year is approximately $897,507.
Since the total amount that was spent on development over a period of 23 years is $90 million and the answer in our problem has to be in millions, we have to adjust the amount.
$90 million x 100 = $9 billion. The future worth at the end of the 23-year is approximately 9 billion dollars.
