Answer:
$508
Explanation:
The total assessed value of the house is $319,550 (= $84,550 + 235,000).
The annual tax rate is calculated in 100s, therefore we must divide $319,550 by $100 = 3,195.5 which will be rounded up to 3,196 100s.
Now we multiply 3,196 x $1.91 = $6,104.36
to calculate the monthly payment we divide $6,104 by 12 = $508
Answer:
The sentence uses an active voice
In this case active voice is not appropriate
Explanation:
Mode of expression can be passive or active.
Passive voice is one that emphasises the subject or person that is receiving an action.
An active voice describes a person that is performing an action.
In this scenario Jake accidentally input $560 instead of $650 on one of the invoices. The writer hasn't contacted you about the error yet.
So the email sent should just focus on what has happened to the writer and also to proffer a solution to the problem.
Since the writer did not complain or request for information on who made the mistake, stating that it was Jake that made the error is inappropriate.
A better statement would have been - An error was made on your invoice where the figure was inputted as $560 instead of $650. This however has been rectified and the invoice forwarded to you.
Answer: <em>Total Period Cost = $20,500</em>
Explanation:
Given :
Salary = $4000
Factory supply = $1000
Indirect labor = $6000
Direct material = $16000
Advertising expense = $2500
Office expense = $14000
Direct labor = $20000
Period costs are the costs incurring that do not tend to be a section of manufacturing process. Therefore, we compute the Period Cost using the following formula:
<em>
Period costs = Salary + Advertising expense + Office expense
</em>
<em>
= $4,000 + $2,500 + $14,000
</em>
<em>
= $20,500</em>
Answer: Hope this helps you with your question
Explanation:
<h2><u><em>
The differences of their salaries is that the bassoonists earn a higher salary than the flutists.</em></u></h2>
Answer: $1,227
Explanation:
The value of the futures contract should be calculated by the formula;
= Stock Index Value * ( 1 + risk free rate ) - dividends
= 1,200 * ( 1 + 0.06) - 45
= $1,227