Bonds have a maturity date, are perpetual, and pay a coupon rate.
Answer:
it would be A the two forms are: Partnership & Corporation
Explanation:
please give me brainlist, like you said
Answer:
$221,100
Explanation:
Given that,
Book value of equipment = $65,300
Sold at a loss = $14,000
Purchase of a new truck = $89,000
Sale of land = $198,000
Sale of Long term investment = $60,800
Cash flows from investing activities:
= Sale of Equipment - Purchase of a new truck + Sale of land + Sale of Long term investment
= ($65,300 - $14,000) - $89,000 + $198,000 + $60,800
= $51,300 - $89,000 + $198,000 + $60,800
= $221,100
Answer:
$60 per unit
Explanation:
Total overheads:
= Overheads of fabrication department + Overheads of assembly department
= $90,500 + $109,700
= $200,200
Total labor hours:
= Blinks + Dinks
= (1,013 × 4) + (1,859 × 5)
= 4,052 + 9,295
= 13,347
Overhead rate per hour = Total overheads ÷ Total labor hours
= $200,200 ÷ 13,347
= $15 per hour
Total overhead cost for blinks:
= Total hours for blinks × rate per hour
= 4,052 × $15 per hour
= $60,780
Overhead cost per unit for Blinks:
= Total overhead cost for blinks ÷ Total units
= $60,780 ÷ 1,013
= $60 per unit
If a family spends $56,000 a year for living expenses. If prices increase 5 percent a year for the next four years, the amount that the family need for their annual living expenses after four years is $68,068.35.
<h3>
Annual living expenses</h3>
Using this formula
Amount=Amount spent× (1+ rate)^ Number of years
Let plug in the formula
Amount=$56,000× (1+0.05)^4
Amount=$56,000× (1.05)^4
Amount=$68,068.35
Therefore If a family spends $56,000 a year for living expenses. If prices increase 5 percent a year for the next four years, the amount that the family need for their annual living expenses after four years is $68,068.35.
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