Message from BryceB-ND in MacGuyver - Skills & Academics #homework-help
So that summer, I went back through the text. I worked graveyard at a factory, and we got a few breaks every shift.
So on the first break, I would very slowly and deliberately read the explanation at the beginning of the section. Then I would write down some practice problems.
When the line went down (which happened a lot that summer), I would pull out the practice problems and work them on the scrap cardboard
so that fall when I took the next course in the calc sequence, I did just fine because I took the time to get a full understanding
it didn't take much time, but it did take full concentration. you'll see once you eliminate distractions that concentration matters much more than time spent.
I would be happy to help with mathematics (calc 2 and below), also EMT-Basic and Nursing Assistant questions as well.
I am writing a rhetorical analysis for my writing class on this video. I need to both analyze the argument and the way the speaker presents as well as determine the credibility of the information presented
Note: The primary goal here is to examine rhetoric, how effectively the speaker’s ideas are communicated, not necessarily to agree or disagree with the speaker.
But naturally I can be contrarian and present evidence against the speaker
Dude runs an NGO lol
He's jewish too I'm weak
@here Anyone know anything about bond valuation ?
If you have a floater and an inverse floater derived from your collateral, is the coupon rate of the collateral the weighted average of the floater and inverse floater?
I got 8%
I used this "
I used this as my example to go off of.
I also want to check my work on computing the dirty and clean price as well as accrued interest of another example in case you both have an idea on that as well
This is a similar example.
Lemme find my calculator
Pretty sure 8 is correct
Would just be the average
Ok good that's what i had thought
What's the other question?
3. Assume the original maturity a bond with face value $1000 is 8 years. The annualized
yield to maturity for the bond is 6.25% and its annual coupon rate is 7.5% being
semiannually paid. The bond was issued on 8/1/2015, and bought on 12/1/2017.
Compute the following:
(1) dirty price, (2) clean price and (3) accrued interest. (7 points)
I calculated 1058.76 for dirty price, 1046.26 for clean and 12.5 for accrued interest.
I understand this problem, what I don't get is how to calculate the accrued interest because I don't know how to determine the intervals of the semi annual interest payments.
Hmm. Send pic of question
Ok so the equation for AI might be
cash flow (1-(days/total days in coupon period))
Idk that helps
Yeah I know that much, thank you, I'm having trouble just discerning the days since the last coupon payment from the dates given is all.
Bonds usually pay interest on the first day of January and July
That's usually what semiannual implies.