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Shameful pursuits and utterly stupid opinions
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Posts
(How does that work anyway)
Anime is you
strike me down, mods
https://www.onthemarket.com/details/6738048/
I'm sure there will be no unexpected problems with this property
"On the shores of Loch Ness"
....of course it is
I'm not much into the vidya games these days, but that looks really fun and will probably grab some of my time.
Jimmy Page of Led Zeppelin was living in it.
Edit: apparently he only lived there until 1992
Several historic buildings were destroyed in the late 2010’s unfortunately.
idk is this like, basic present value stuff or is it something much more advanced
It is actually. I have to determine the present value of a tuition scheme. The call option one has to do with the expected value of a stock compensation scheme for a ceo. I'm happy for help with either
Me: Why do you say that?
Henry: Because he doesn't blink.
This kid's never getting fooled by replicants.
And then everybody looked at me
the "no true scotch man" fallacy.
Black-Scholes model is the basic model for European-style call options. You need to make an assumption about the variance though.
What are your parameters?
So the CEO is being offered call $1 million dollars worth of call options with a strike price at $72 and a 1 year maturity and vesting rate. The stock has a 30% chance of being $42 at the end of the year, 10% of it being $35, a 30% chance of it being $60, a 20% chance of it being $74, and a 10% chance of it being $80. What is the value of each stock option?
I tried to apply the expected value formula to it and got a negative number so I want to double check.
The easier problem I have is determining the present value rate of 20,964 at a 2.8% annual rate in 25 years
I know these problems aren't easy so any help is appreciated. I've been working on them for five hours.
The use of the collective term "pod" makes me think of whales, so I'm imagining this conversation taking place as you drift weightlessly through submarine luminescence
It seems like the EV for the stock would be $56.9 and you could only make money in 30% of scenarios. You probably just ignore negative values maybe, since you can just not exercise the option. So 13888.88 options, 20% $2 profit and 10% $8 profit so $16666.66?
If you just do straight expected value you get $56.90 which yeah, gives you negative value for a strike price of $72 so we prob gotta think a bit harder
So OK you're only exercising the option when it hits $74 or $80, otherwise you just don't buy right
So 0.7*0 + 0.2*2 + 0.1*8 = $1.20 per stock expected value
And then I guess you multiply by $1,000,000 / $72 per stock and get a total expected value of $16,667
I've only heard it for father, but I can't say what language.
Possibly shkip slang.
Oh god, thank you. These are the same values I got but I haven't been doing well in the class so I really doubted myself. I should have just taken macroeconomics.
Thank you everyone! Your explanations have been really helpful.
I only ever see it in other contexts as either Baba Yaga or Baba O’Reilley
yodloldoldolo yodololdolold
TEEENAGE WASTELAND
look I gotta get paid
BWUMMM
BWUMM-BWUMMMMMM
a mirror so bright it burns your retinas
a whirlpool that never sucks you all the way down
a massive colossus but this time you can look up his skirt and see his bits
We live in a society that celebrates more temporary accomplishments. The Kardashians, sports team victories, marvel movies. The only wonder we can create anymore is a fleeting feeling of joy before the inevitable crush of disappointment.
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