Answer:
The YTM is less than 10%
Explanation:
If a coupon rate of a bond is greater than its yield to maturity (YTM), the bond is said to trade at a premium. The Bond's current price would be greater than its Face value
If a coupon rate of a bond is less than its yield to maturity (YTM), the bond is said to trade at a discount. The bonds current price would be less than its face value
In this Question, the bond's current price ($1,197.93) is greater than its face
($1,000) which means that the bond is trading at a premium. Therefore, we can conclude that the bond's YTM is less than its coupon payment. In this question the coupon rate is 10%, therefore the YTM should be less than 10%.
Answer:
The adjustment at month-end is :
Supplies Expense $400 (debit)
Supplies $400 (credit)
Explanation:
The Supplies Account is an asset Account that decreases as the supplies are used in the business.
The use of supplies prompts the recognition of an <em>expense</em> and de-recognition of an <em>asset</em> as follows :
<em>Supplies Expense $400 (debit)</em>
<em>Supplies $400 (credit)</em>
Answer:
The correct answer is letter "A": total value from trade in a market.
Explanation:
Canadian economist Alex Tabarrok (born in 1966) explains social surplus as the sum of consumer surplus, producer surplus, and bystanders surplus. Tabarrok takes an integrative approach in consumer surplus by stating <em>social surplus encompasses every economic trade in the market rather than only consumers and producers surplus.</em>
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Besides, Tabarrok believes when there are major external costs or benefits, the market will not reach its social surplus.
Solution:
The total cost for the company is the sum of its fixed cost and variable costs.
Corporate expenditures that do not depend on the amount of goods or services provided by the company are fixed costs.
Variable costs are expenses that change when changes occur in the sum of the good or service produced by a company.
C(x) = 90000 + 100x
C(110) = 90000 + 100 ( 110 )
C(110) = 90,000 + 11, 000 = 101,000
It costs $101,000 to produce 110 bicycles.
