<span>A corporation must register as a </span><span><span>foreign corporation </span>in every state in which it operates other than its state of incorporation
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Answer:
The Retained Earnings of Wolfpack Construction as of the end of the year will be $12,000.
Explanation:
Wolfpack Construction
Balance Sheets
As of End of Year
Assets $
<em>Current Assets:</em>
Cash 5,000
<em>Fixed Assets:</em>
Land 13,000
Equipment 21,000
<em>Total Assets 39,000 </em>
Liabilities and Stockholders’ Equity
<em>Current Liabilities:</em>
Accounts payable 2,000
<em>Long Term Liabilities:</em>
Notes payable 15,000
<em>Equity:
</em>
Common stock 10,000
Retained earnings 12,000
<em>Total Liabilities and Stockholder's Equity 39,000 </em>
Answer:
who are planning on selling their homes before the term of the loan end
Explanation:
solution
Balloon mortgage is refer to that mortgage who does not fully amortize over a loan term and borrower will make the payment over periods of time around 5 to 7 years
and at ends entire loan remaining balance will due once
so we can say last payment can be very large so we refer as balloon payment
so it is best sense for borrow who are planning on selling their homes before the term of the loan end
Answer:
D. breaking routines.
Explanation:
Based on the information provided it can be said that in this scenario the action by the regional executives is mainly an example of resistance due to breaking routines. The executives have a set routine that they are accustomed to and that works for them, by changing this they are afraid that they will lose what they currently have.
<span>Use the PV of an Annuity tables, where PV is $1,000, Annuity is $20, and Rate is 1.5%. But remember that the equation for this table is PV = Annuity x Factor. Since we know the PV and the Annuity, solve for the Factor.
PV / Annuity = Factor, so $1,000 / $20 = 50 (the Factor). From the table, find where a Factor of 50 meets a rate of 1.5%. A factor of 49.9724 appears at 1.5% and 93 Periods.
The formula for the PV of an Annuity is (1 - 1 / (1 + r)^n) / r. So 1,000 = (1 - 1 /(1.015)^n / .015.
To solve for n gets too difficult</span>
