Answer:
I believe the answer is reductions
Explanation:
The adjustments made to the account reduce the funds in the account but are made for specific purposes and used only for adjustments outside of any normal debits.
Answer:
Amount of money invested is $2,000 and $4,000
Explanation:
In this question, we are asked to calculate how much was invested in two different accounts given the amount of money invested in both accounts.
Let the amount of money invested in both accounts be a and b respectively.
Mathematically;
A + B = 6000 ......I
Now we use the formula for simple interest to check the amount that is supposed to be made on Both accounts if he end of a year.
Formula for simple interest is I = PRT/100
Let’s apply this to what is on ground:
5*1* a/100 = 5a/100
Second is
9*b*1/100 = 9b/100
That is 5a + 9b = 38,000. ........ii
Solving Both simultaneously as follows:
Let A = 6000-b from 1
Substitute this into 2
5(6000-b) + 9b = 38,000
30,000 -5b + 9b = 38,000
4b = 8,000
b =$2000
This means a would be 6000 - 2,000 = $4000
Answer: <em>Limited Liability Company</em>
Explanation:
Limited liability company also known as LLC is referred to as the United States specific type of private limited organization. It is referred to as a business structure or component that tends to combine or mix pass-through taxation for a sole proprietorship or a partnership with the tendency of a limited liability of an organization. A LLC is not an organization under the state law, it is referred to as a legal type of an organization that tends to provide a limited liability to the owners in several jurisdictions.
Answer:
The un levered beta ( bu) of the company is 1.52
Explanation:
Given information -
Equity (E) - $20 million
Debt (D) - $5 million
Beta ( levered ) - 1.75
Tax rate ( T ) = 40%
D / E ( Debt to Equity ratio ) = $ 5 million / $20 million = .25
Formula for taking out un levered beta ( bu) is -
Beta levered ( bl ) = Beta un levered ( bu ) [1 + (1 - T ) D / E ]
1.75 = bu [1 + (1 - 40% ) .25
1.75 = bu [1 + .6 x .25 ]
1.75 = bu [ 1 + .15 ]
1.75 = bu [ 1.15 ]
bu = 1.75 / 1.15
bu = 1.52
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