Answer:
Correct answer is B.
Explanation:
B is correct. In the Strong-form efficient market hypothesis, all public and private information is reflected in prices and it is impossible for anyone to outperform the market. Only new information affects stock prices, but then, this new information is processed correctly and reflected in the price of an asset so fast before anyone can act on it. As a result, the price action becomes totally unpredictable and prices appear to move randomly.
Answer:
Bachelor's degree in business management
Explanation:
Computer science and mathematics could help her while running the bakery, but won't be the most beneficial. Elementary education wouldn't really be at all helpful when running a business.
Sophia wants to run her own bakery, which is a business. Therefore, a bachelor's degree in business management will be the most helpful for Sophia.
Answer:
government corporation
Explanation:
A government corporation is a government-owned firm that operates with the same integrity as a private company, except that the owner is government. Every government company is chartered by legislative act. Government corporations are typically created in markets where there is a natural monopoly, they are significant to the country's infrastructure, natural resources, and general public interest.
Answer:
The carrying value of the bonds immediately after the first interest payment is $434,300.
Explanation:
Face value of the bond = $440,000
Proceeds from bond issue = $434,000
Discount on bond payable = Face value of the bond - Proceeds from bond issue = $440,000 - $434,000 = $6,000
Total number of seminual = Number of years of bond maturity * Number of semiannual in a year = 10 * 2 = 20
Discount amortizaton per semiannual = Discount on bond payable / Total number of seminual = $6,000 / 20 = $300
Carrying value after first interest payment = Proceeds from bond issue + Discount amortizaton per semiannual = $434,000 + $300 = $434,300
Therefore, the carrying value of the bonds immediately after the first interest payment is $434,300.