Anyone still have Red Dead Redemption? [360]

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DM CptReilly

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I just started playing this again to try to get some achievements that I missed back when this came out. Anyone want to posse up one more time?

I know forb just got it and jess has it, anyone else?

Im thinking about getting the Undead expansion too. How much does 1600msp translate to in $?

S'GO! :Cpt:
 
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DM firevice

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I might still have it...

Anyway, to translate MSP into $ we need to first take the derivative of the equation
y=(1600x^2 + 15x - 20)^3
y'=3(1600x^2 + 15x - 20)^2 (3200 + 15)

Using that, we graph it and find the area under the curve from with the domain [0,10]
Integral use will help us find the answer.... and yup! 1600 MSP comes out to be approx. $20, give or take a few cents.
 
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DM FlyMEXboy

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chap u forgot an x behind 3200 and it would be easier if you just multiply 3 with (3200x + 15)

but yea every 400 ms points are like 5 bucks aint it?
 
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DM Hunt3r

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1600 MS goes for 19.99$ at stores. Good luck with the achievements man.
 
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Night_Raven-_-

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I have red dead for ps3 undead nightmare cost me 10 dollars and its totally worth it
 
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DM ViSiioNaRY

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I might still have it...

Anyway, to translate MSP into $ we need to first take the derivative of the equation
y=(1600x^2 + 15x - 20)^3
y'=3(1600x^2 + 15x - 20)^2 (3200 + 15)

Using that, we graph it and find the area under the curve from with the domain [0,10]
Integral use will help us find the answer.... and yup! 1600 MSP comes out to be approx. $20, give or take a few cents.


Are you serious?..
 
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DM firevice

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chap u forgot an x behind 3200 and it would be easier if you just multiply 3 with (3200x + 15)

but yea every 400 ms points are like 5 bucks aint it?
Ahh, smart man Mr. Riddler. Good catch, good catch.
 
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DM FlyMEXboy

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don't worry calculus gets easier from that point on, limits was te only thing I could never do. nobody ever explained it to me properly
 
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DM Viktomize

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Let's make this more simple.

1 Dollar = 80 Microsoft Points


Solve this firevice:

f(x) = ax^3+bx^2+cx+d

find a,b,c,d so that the function has a local maximum at f(-1) = 2 and has a local minimum at f(1) = -1
 
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DM CptReilly

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We got 4 ppl together on saturday night. Im not sure how many ppl can be in a posse for co-op missions but we need to max it out to beat them. I think if we can get forb and some randoms we can beat the advanced missions.

It was fun tonight tho, fv carried.
 
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DM Forbington

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We got 4 ppl together on saturday night. Im not sure how many ppl can be in a posse for co-op missions but we need to max it out to beat them. I think if we can get forb and some randoms we can beat the advanced missions.

It was fun tonight tho, fv carried.
UMMM i would of played, but you never sent me an invite?