Answer:
Darby Company
The amount of interest payable at December 31, Year 1 is:
$76.67
Explanation:
a) Data and Calculations:
Cash Revenue = $1,300
Bank Note Payable = $2,300
Interest rate on Bank Note = 10%
Issue date of bank note = September 1, Year 1
Term of bank note = 1 year
Amount of interest payable on December 31, Year 1:
= $2,300 * 10% * 4/12 = $76.67
b) The amount of interest payable on the loan totals $230 ($2,300 * 10%). However for Year 1, the interest payable is reduced to 4 months (September 1 to December 31, Year 1), amounting to $76.67. This implies that the remaining interest ($153.33) will be payable in the period between January 1 and August 31 in Year 2. In accordance with the accrual and matching principles of generally accepted accounting principles, interest expense must be accrued to the period when the expense is incurred and matched to the revenue it has generated.
Greeting's!
<span>c. earnings before interest and taxes .
______________________________
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No, most likely it’s a scam. People like to scam people to get money now a days. It’s just a way for “easy” money for people who are desperate!
Answer:
Options C and E
Only Nick and Jake are optimising over his choice of fruit?
Explanation:
The marginal utility obtained from the purchase of a product is the amount of satisfaction derived from purchasing an additional unit of the product.
The utility is maximised when the satisfaction in terms of marginal utilities obtained from each product is equal to each other.
We obtain this simply by dividing the marginal utilities for each fruit by their price, and comparing them.
Dmitiri:
Apples: 8/1 =8
Pears: 10/2 =5
8/1 is not equals to 10/2
Frances:
Apples: 7/1 =7
Pears: 16/2 =8
7 is not equals to 8
Jake:
Apples: 6/1 =6
Pears: 12/2 =6
The marginal utility is equal hence Jake's choice is optimal
Latasha:
Apples: 5/1 =9
Pears: 9/2 =4.5
9 is not equals to 4.5
Nick:
Apples: 4/1 =4
Pears: 8/2 =4
The marginal utility is equal hence Nick's choice is optimal
Answer:
1.265
Explanation:
According to the situation, the solution of the beta of portfolio is as follows
Beta portfolio = (weightage of investment F × beta F) + (proportion of investment G ×beta G)
Beta protfolio = (0.5 × 1.08) + (0.5 × 1.45)
= 0.54 + 0.725
= 1.265
Hence, the beta of your portfolio is 1.265 by applying the above formula
