Answer:
maturity risk premium = 1.23 %
Explanation:
given data
currently earns = 5.13 %
real interest rate = 2.15 %
inflation premium = 1.75 %
solution
we get here maturity risk premium that is express as
maturity risk premium = currently earning - real interest rate - inflation premium .................1
put here value and we get
maturity risk premium = 5.13 % - 2.15 % - 1.75 %
maturity risk premium = 1.23 %
Answer:
No, the bank is short on daily reserves by $12.56 million.
Explanation:
The daily average net required would be calculated as follows:
$15.2 million x 0% = 0
($110.2 million - $15.2 million) x 3% = $2.85 million
($687 million - $110.2 million) x 10% = $57.68 million
$2.85 million + $57.68 million = $60.53 million
$60.53 million - $12.74 million = $47.79 million (Daily Average Net Required)
The bank needs to maintain largest average daily reserves for $47.79 million. In this case the bank is maintaining only average reserve of $35.23 million at the Fed. This means that it is short by $12.56 million in order to meet the required reserves.
Answer:
Newbill's labour rate variance
= (Standard rate - Actual rate) x Actual hours worked
= ($19.60 - $19.40) x 26,000 hours
= $5,200(F)
Actual rate
= <u>Actual payroll cost</u>
Actual hours worked
= <u>$504,400</u>
26,000 hours
= $19.40
Explanation:
Labour rate variance is the difference between standard rate and actual rate multiplied by actual hours worked. Actual rate is actual payroll cost divided by actual hours worked.