Answer: The answer has been attached
Explanation:
The journal is a book in accounting that is used to record the transactions that affect a business. It should be noted that the double entry method of bookkeeping is utilised while recording in a journal.
The journal has been attached in the following way:
1. The journal was used to record the balance sheet particulars.
2. To record the transaction in the internal service fund that is external to the government.
3. To record the internal service fund in the government-wide statements as a part of governmental activities.
It should also be noted that the net income of $84,000 was to be shared as one-third to general government, one-third to public safety, and one-third to public works. This means they'll all receive ($84,000/3) = $28,000 each.
Further explanation can be found in the attached file.
Answer: Option D
Explanation: In simple words, movement along the demand curve refers to the change in the demand of a product due to change in its price. When there is a change due to factors other than price then such change brings shift in the demand curve.
In the movement, the demand of a commodity remains constant with all other factors such as advertising, income of consumers etc.
Hence from the above we can conclude that the correct option is D.
Answer:
Revenue /expense approach
Explanation:
As we know that the income statement recognized only the revenues and the expenses and if the revenue is more than the expenses so the company is earning profit else it would suffered loss
So for proper income statement, the item recognized under US GAAP should be placed in revenue and expense approach as it comes under the income statement and the same is to be considered
The portfolio weights for a portfolio that has 185 shares of Stock A that sell for $64 per share is: 0.6775; 0.3325.
<h3>Portfolio weight for each stock</h3>
First step
Total value = 185($64) + 115($49)
Total value = $17,475
Second step
Portfolio weight for each stock is:
Portfolio weight A = 185($64)/$17,475
Portfolio weight A = .6775
Portfolio weight B = 115($49)/$17,475
Portfolio weight B = .3225
Therefore the portfolio weights for a portfolio that has 185 shares of Stock A that sell for $64 per share is: 0.6775; 0.3325.
The portfolio weights for a portfolio that has 185 shares of Stock A that sell for $64 per share is: 0.6775; 0.3325.
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