Answer:
the fixed dollar-pound exchange rate is consistently below the equilibrium exchange rate that would be produced by a private foreign exchange market.
Explanation:
Fixing an exchange rate means that the government is trying to intervene in valuation of its currency. It is fixing it's currencie's rate to another and using reserves to handle fluctuations in market price.
When the fixed rate is below equillibrum there is surplus of the countrie's currency at the fixed rate. The government will buy this surplus (if not the value will fall) by selling their foreign currency reserves. This is done to maintain the fixed exchange rate.
Reduced reserves of pounds noticed by the Central bank is as a result of fixed price below equilibrium.
Answer:
$113,465
Explanation:
Calculation to determine difference in total dollars that will be paid to the lender under each loan
First step is to Calculate the difference in payments on a 30-year mortgage at an interest rate of .75% a month
$100,000 = PMT([1 / (0.0075)] − 1 / {(0.0075)[(1.0075)]^30 × 12})
PMT = $804.62
Second step is to Calculate the difference in payments on a 15-year mortgage at an interest rate of .7% a month
$100,000 = PMT([1 / (0.007)] − 1 / {(0.007 )[ 1.007)]^15 × 12})
PMT = $ 978.87
Now let determine the Total difference
Total difference = ($804.62 × 12 × 30) − ($978.87 × 12 × 15)
Total difference= $113,465
Therefore difference in total dollars that will be paid to the lender under each loan is $113,465
Higher revenues – demand from positive consumer support.
Improved brand and business awareness and recognition.
Better employee motivation and recruitment.
Answer:
$4,330
Explanation:
the amount that needs to be depreciated = purchase price - residual value = $193,000 - $19,800 = $173,200
depreciation per year using straight line method = $173,200 / 10 = $17,320
depreciation per month = $17,320 / 12 = $1,443.33 per month
we must record 3 months of depreciation expense = 3 months x $1,443.33 per month = $4,330
December 31, 2021
Dr Depreciation expense 4,330
Cr Accumulated depreciation - machinery 4,330
