<h2> ☞ANSWER☜ </h2>
<u> </u><u> </u><u> </u><u> </u><u> </u><u>7% of 5000 = 350</u>
<u>Percentage Calculator: 7 is what percent of 5000? = </u><u>3</u><u>5</u><u>0</u>
Based on James's preferences and the conditions offered by the banks, the best checking account for James would be Account A.
<h3>Which account should James pick?</h3>
James would be able to use the ATM as many times as he wants with Account A as they have no ATM fees.
He wouldn't have to pay annual fees, online billing fees, and monthly fees because he is using direct debit. There will also be no overdraft fees as he doesn't overdraft his account. Account A is therefore best.
Find out more on picking the right account at brainly.com/question/17179481.
#SPJ12
If Power industries has acquired a patent for $16,000. its useful life is expected to be four years. The yearly journal entry to recognize periodic amortization is: Debit Amortization Expense - Patents $4,000; Credit Patents $4,000.
<h3>Journal entry </h3>
If the company has acquired a patent for the amount of $16,000 in which the useful life is expected to be four years. The appropriate journal entry to recognize periodic amortization is:
Power industries journal entry
Debit Amortization Expense - Patents $4,000
Credit Patents $4,000
($16,000/4 years)
(To record periodic amortization recognized)
Therefore the yearly journal entry to recognize periodic amortization is: Debit Amortization Expense - Patents $4,000; Credit Patents $4,000.
Learn more about Journal entry here:brainly.com/question/14279491
#SPJ1
Answer and Explanation:
As per the data given in the question,
a) Dominant strategy is that strategy in which a player chooses strategy irrespective of the strategy which other player has already chosen.
For Charles, If Dina chooses right he will choose right because payoff is higher (6 > 3) but if Dina chooses left he will choose left because payoff is
is higher (7>6) So, he doesn't have any strategy.
For Dina, he will choose right because it gives highest payoff whether Charles choose right or left.
The dominant strategy is for Dina to choose right.
b)
The outcome matching the unique Nash equilibrium in this game is :
Nash equilibrium is that in which both players will chose after keeping in mind the other players' strategy.
Here equilibrium is :
Charles chooses right(while Dina chooses Right) and Dina chooses right (while Janet chooses right).
