The US Dollar 1-month LIBOR was quoted yesterday at 2.26175 %. If the closing rate was quoted today at 2.17950%, what is the change in the rate in basis points (bp)?
Basis points means a common unit of measurement for intrest rates or other percentages in finance. One basis point is equal to 0.01% or 0.0001
Change in us dollars = 2.26175% - 2.17950%
= 0.08225%
Change in rate in basis points = 0.08225% / 0.01%
=8.225 basis points
thank you so much
please comment if any help?
The US Dollar 1-month LIBOR was quoted yesterday at 2.26175 %. If the closing rate was...
Your firm issued floating-rate notes indexed to six-month US dollar LIBOR plus 50 basis points. Assume the paid coupon was $35 per $1000, what was the LIBOR? Enter percent round to 1 decimal places.
Suppose that the coupon reset formula for a floating-rate bond is 1-month LIBOR 1 220 basis points a. What is the reference rate? b. What is the quoted margin? c. Suppose on a coupon reset date that 1-month LIBOR is 2.8%.What will the coupon rate be for the period?
5. Market yields are in parentheses. 1 year UK LIBOR = 5.5%; 1 year US LIBOR = 6.35% Assets Liabilities and Equity Cash $385 Overnight repos $390 1-year US T-bills (6.85%) $250 1 year UK CD's (6.25%) 1-year UK Govt Bonds (6.5%) (£140 @ $1.25 per £) $175 (£80 @ $1.25 per £) $100 10-year UK floating notes 10-year US T-notes (7.15%) $355 (LIBOR +0.2% £252 10-year US floating munis @ $1.25 reset annually) $315 (LIBOR +0.65% reset annually) $60...
Based on market quotes on Canadian dollar (C$) Libor, the four-month C$ Libor and the six-month C$ Libor are presently at 1.2% and 1.5%, respectively. Calculate the 4 * 6 FRA fixed rate.
A five-year floating-rate note has coupons referenced to six-month dollar LIBOR, and pays coupon interest semiannually. Assume that the current six-month LIBOR is 6 percent. If the risk premium above LIBOR that the issuer must pay is 1/8 percent, the next period's coupon rate on a $1,000 face value FRN will be $30.625 $30.000 $29.375 O O $61.250 O
Consider a European call option on the 3-month LIBOR rate. The LIBOR rate 3-months before maturity of the option is 2.1129% per year compounded quarterly. What is the payoff at maturity if the strike rate is 1.5% and the notional principal is $1,000,000? Round your answer to the nearest dollar.
The 9-month Libor rate is 4%. The 12-month Libor rate is 5%. An investor creating a homemade forward forward could earn what annualized interest rate on a 3-month $1,000,000 deposit made in 9 months? I'm pretty confident it is: 1,000,000 / 1 + .04 (3/4) = $970,874 $970,874 x (1 + .05 (4/4)) = $1,019,418 then this is where I'm unsure... is it: $1,019,418 - $970,874 = $48,544 $48,544 / $1,000,000 = .0485 = 4.85% Please show work if this...
The 9-month Libor rate is 4%. The 12-month Libor rate is 5%. An investor creating a homemade forward forward could earn what annualized interest rate on a 3-month $1,000,000 deposit made in 9 months? I'm pretty confident it is: 1,000,000 / 1 + .04 (3/4) = $970,874 $970,874 x (1 + .05 (4/4)) = $1,019,418 then this is where I'm unsure... is it: $1,019,418 - $970,874 = $48,544 $48,544 / $1,000,000 = .0485 = 4.85% Please show work if this...
The 9-month Libor rate is 4%. The 12-month Libor rate is 5%. An investor creating a homemade forward forward could earn what annualized interest rate on a 3-month $1,000,000 deposit made in 9 months? Note: I think the answer is 4.85%, but I am not 100% sure. Please show work and calculations.
The spot exchange rate today is 1.32 US Dollars for every Euro. Suppose the 6-month continuously compounded interest rates are 2% in the US and 3% in Europe. (a) What should the price of a currency futures contract deliverable in 6 months be? (b) Suppose that the futures price quoted in the market is 1.30. What would you do to profit from the situation? Is it an arbitrage? Hint: Long a futures contract (for the quoted futures price), lend out...