Answer and explanation:
Emotional appeals are ethically valid in persuasive speeches when the speaker wants to emphasize a specific matter that is relevant for the audience to understand. By showing anger, pity or fear the speaker tries to put into the audience's shoes but immediately after that exposes the solution to the possible problem.
However, there might be cases when emotional appeals could be taken too personal which turns the speech subjective. The speaker must avoid getting to that point otherwise the audience will be unlikely to identify themselves with what the speaker is trying to expose.
Answer:
Find the balance sheet in attached excel file
Explanation:
Please note that the workings is before the final figures placed in respective columns.
Answer:
a. $880.
Explanation:
Bailey bought a bond for $1,000 that promises to pay $110 a year.
The interest rate was 110/1000 * 100 = 11%
This year, $1,000 receives $125 a year= 125/1000 * 100 = 12.5%. So, this year the interest rate now rises to 12.5%.
If Bailey were to sell his (old) bond, the price should be 110/12.5% = 110/0.125 = $880.
Answer:
Ending work-in-process inventory is $816,000
Explanation:
Work in process Inventory is the inventory which is in the production process.
Cost of Good Manufacture = Total Manufacturing costs + Beginning work-in-process inventory - Ending work-in-process inventory
$264,000 = $780,000 + $300,000 - Ending work-in-process inventory
$264,000 = $1,080,000 - Ending work-in-process inventory
Ending work-in-process inventory = $1,080,000 - $264,000
Ending work-in-process inventory = $816,000
Answer:
$169.07
Explanation:
Data provided in the question:
Loan amount = $29,000
Time = 10 years
Interest rate = 7% compounded monthly
Therefore,
Interest rate per period, r = 7% ÷ 12 = 0.583% = 0.00583
number of periods, n = 10 × 12 = 120 months
Now,
Loan amount = Monthly payments × [ { 1 - (1 + r )⁻ⁿ } ÷ r]
on substituting the respective values, we get
$29,000 = Monthly payments × [ { 1 - (1 + 0.00583 )⁻¹²⁰ } ÷ 0.00583]
or
$29,000 = Monthly payments × 171.53
or
Monthly payments = $169.07
