Answer:
- 34 coupons.
- $33.75
Explanation:
The coupons are the interest payments the bond makes.
1. The bond has a term of 17 years and coupons are to be paid semi-annually.
This means that for every year, 2 coupon payments will be made.
In 17 years therefore:
= 17 * 2
= 34 coupons
2. The interest on this bond is 6.75% in a year. The coupon is however, semi-annual. Payment per coupon will therefore be half of the yearly rate:
= 6.75% * 1,000 * 1/2
= $33.75
Answer:
(D) He should include a timeframe.
Explanation:
A concrete mapping of his goal in a timeframe is all Mohammed needs to make his goal SMART (Specific, Measurable, Achievable, Realistic, and Timely).
Since Mohammed is someone who has a strong educational and professional background regarding his goal, then the goal automatically becomes realistic and achievable. On the other hand, it is also specific, since he clearly states his desired position (he emphasizes the job of marketing department manager instead of simply stating he wants a promotion).
Since his goal is a discrete (not continuous) event, the Measurable characteristic is somewhat irrelevant.
All that is left for him to do is to state by which point in time he wants to achieve that goal (e.g. in five years' time).
Answer:
How does the photo appeal to emotions?
Its shows a worried mother with her children
Why would Lange make up the story of the photo?
Her job was to show suffering
Explanation:
This is the answer for edg2020
Answer:
$0.44
Explanation:
Given that,
Beginning work in process = $5,500
Started in April = $18,500
Units completed = 42,500
Ending Work-in-Process = 12,500
Using the weighted-average method,
the cost per equivalent unit for materials is as follows:
= (Beginning work in process + Started in April) ÷ (Units completed + Ending Work-in-Process)
= ($5,500 + $18,500) ÷ (42,500 + 12,500)
= $0.44
Answer:
First Year Depreciation: 12,400
Second Year Depreciation: 7,440
Explanation:

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To calculate each period depreciation we multiply the book value by the double-declining rate of 2/5
At the last year, you will depreciate until salvage value is reached.