No ged won’t let u use the brainly app
Answer:
a. The factor distribution of income describes the relationship between
3. capital and total income
b. The factor market and factor prices
1. allocation of income.
Explanation:
In economics, income distribution is defined as how a nation's total GDP is distributed amongst its population. On the other-hand, The factor distribution of income is the division of total income among labor, land, and capital. <em>Factor prices, which are set in factor markets, helps in the determination of the factor distribution of income.</em>
Answer:
$780
Explanation:
Since King agreed to pay Taylor $4,680 for the one-year period which is divisible into 12 months
On the other hand Taylor is confident that King will pay that amount, but payment is not scheduled to occur until 2019, Therefore the amount to be recognized in 2018 will 2 months comprising November and December.
Therefore 2018 revenue = 2 / 12 x $4,680 = $780
The cost of equity is 10.6%.
<h3>What is the explanation?</h3>
The calculation of the question is shown as follows:
Cost of equity = Risk - free rate + (beta*market risk premium)
Cost of equity = 3.25% + (1.4* 5.25%)
Which is equal to 3.25% + (7.35%)
hence cost of equity is 10.6%.
<h3>
What are retained earnings?</h3>
Retained earnings refer to the total amount of earnings that a company generates from its operations. This subtracts the dividends shared among stockholders. The retained earnings are then reinvested in business.
To know more about retained earnings, visit:
brainly.com/question/13980094
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The complete question is:
Scanlon Inc.'s CFO hired you as a consultant to help her estimate the cost of capital. You have been provided with the following data: r_RF = 3.25%; R_PM = 5.25%; and b = 1.40.
Based on the CAPM approach, what is the cost of equity from retained earnings?
When it comes to interest, most CDs will allow : B. interest reinvestment
which mean that most CDs will give an option to reinvest the interest that you've gained through the CD and create a larger amount of interest in the future.
hope this helps
