Answer:
Market value of stock A = 20 shares x $10 = $200
Market value of stock B = 15 shares x $3 = $45
Market value of stock C = 10 shares x $5 = $50
Total market value $295
Amount to invest in stock A
= $200/$295 x $5,000
= $3,389.83
Explanation:
In this case, we will calculate the market value of each stock by multiplying the number of each stock by their corresponding market prices.
Thereafter, we will divide the market value of stock A by the total market value multiplied by amount available for investment ($5,000).
Answer:
The correct answer is 25%
Explanation:
To calculate the value of the tax rate to decide on the municipal bond, we must take the information of the annual yield minus the expenses associated with this product, on the interest of the corporate bond:
Tax Rate = 1 - (0.0525 / 0.0700) = 25%
In this way, 25% or more, is a percentage of the tax rate that can make them decide on the municipal bond option.
Answer:
Stock is valued at lower of : cost or market price [prudence principle]
Explanation :
Prudence or Conservatism is an accounting principle : anticipating for all possible losses & expenditures, not anticipating for possible profits & gains. This makes business better prepared to face all contingent expenditures/ losses.
This concept's implication is that : Stock or Inventory is valued at the value whichever is lesser between 'cost of inventory' & sale price. This makes inventory valuation as per the above explained Prudence/ Conservatism principle.
During a home rental process you must place a security deposit down in order to rent the home. You also sometimes will have to pay a couple months rent in advance.
Answer:
B. Credited Gain on fluctuation of foreign currency for $1,170
Explanation:
The journal entry to record the collection of foreign receivables is provided
Account Titles and Explanation Debit Credit
Cash 40,170
(3,900,000 * 0.0103)
Foreign reserve 39,000
(3,900,000 * 0.01)
Gain of fluctuation of foreign currency 1,170
(3,900,000 * 0.0003)
Hence, the correct option is Credited Gain on fluctuation of foreign currency for $1,170
