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Author Topic: How fast can Ron cycle?  (Read 7434 times)

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Offline Ergot

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How fast can Ron cycle?
« on: May 16, 2006, 01:50:16 am »
In one hour Dan drives 25 miles farther in his car than Ron can cycle on his bike. If it takes Ron one and a half hours longer to cycle 75 miles than it takes Dan in his car, how fast can Ron cycle?
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Quote from: Newby on February 26, 2006, 12:16:58 am
Who gives a damn? I fuck sheep all the time.
Quote from: rabbit on December 11, 2005, 01:05:35 pm
And yes, male both ends.  There are a couple lesbians that need a two-ended dildo...My router just refuses to wear a strap-on.
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Offline Sidoh

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Re: How fast can Ron cycle?
« Reply #1 on: May 16, 2006, 02:13:44 am »
Not sure if this is right.  I'm pretty sick and it's late.

R = D - 25
D = 1.5R
25 = 1.5R - R
25 = R(1.5 -1)
R = 25/.5
R = 50
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Offline Ergot

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Re: How fast can Ron cycle?
« Reply #2 on: May 16, 2006, 02:56:45 am »
Doesn't 50 mph on a bike seem a little umm... far fetched?
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Quote from: Newby on February 26, 2006, 12:16:58 am
Who gives a damn? I fuck sheep all the time.
Quote from: rabbit on December 11, 2005, 01:05:35 pm
And yes, male both ends.  There are a couple lesbians that need a two-ended dildo...My router just refuses to wear a strap-on.
(05:55:03) JoE ThE oDD: omfg good job i got a boner thinkin bout them chinese bitches
(17:54:15) Sidoh: I love cosmetology

Offline Sidoh

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Re: How fast can Ron cycle?
« Reply #3 on: May 16, 2006, 03:09:45 am »
Quote from: Ergot on May 16, 2006, 02:56:45 am
Doesn't 50 mph on a bike seem a little umm... far fetched?

On average, yeah, but it's definitely possible.  I'm pretty sure I've done it before (downhill, but still).

I see my problem, though... hold on.  Working on a intelligible answer.
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Offline Ergot

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Re: How fast can Ron cycle?
« Reply #4 on: May 16, 2006, 03:38:25 am »
Well I started with rt=D
So rD*t = (rR*t) + 25
t = 1 so I get rD = rR + 25

75 = rR(tD + 3/2)

rD*tD = 75
Subsititute this up there...

75 = rR(75/rD + 3/2)
Then we plug in rD that we found in the beginning...
75 = rR(75/(rR + 25) + 3/2)
Solving... 0 = 3rR2 + 225rR - 75

I'm not doing something right... so I tried r=t/d but then that just got me something stupid too x_x
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Quote from: Newby on February 26, 2006, 12:16:58 am
Who gives a damn? I fuck sheep all the time.
Quote from: rabbit on December 11, 2005, 01:05:35 pm
And yes, male both ends.  There are a couple lesbians that need a two-ended dildo...My router just refuses to wear a strap-on.
(05:55:03) JoE ThE oDD: omfg good job i got a boner thinkin bout them chinese bitches
(17:54:15) Sidoh: I love cosmetology

Offline Nate

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Re: How fast can Ron cycle?
« Reply #5 on: May 16, 2006, 07:50:10 pm »
False or 16 2/3 MPH
« Last Edit: May 16, 2006, 07:55:31 pm by Nate »
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Offline Ergot

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Re: How fast can Ron cycle?
« Reply #6 on: May 16, 2006, 09:27:33 pm »
Quote from: Nate on May 16, 2006, 07:50:10 pm
False or 16 2/3 MPH
How'd you get it?
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Quote from: Newby on February 26, 2006, 12:16:58 am
Who gives a damn? I fuck sheep all the time.
Quote from: rabbit on December 11, 2005, 01:05:35 pm
And yes, male both ends.  There are a couple lesbians that need a two-ended dildo...My router just refuses to wear a strap-on.
(05:55:03) JoE ThE oDD: omfg good job i got a boner thinkin bout them chinese bitches
(17:54:15) Sidoh: I love cosmetology

Offline Nate

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Re: How fast can Ron cycle?
« Reply #7 on: May 16, 2006, 09:47:49 pm »
t = time, D = Dan's rate, R = Ron's rate
EQ 1.  tD-tR=25 when t =1
EQ 2.  tD = (t+1.5)R
sub  EQ 2 in EQ 1
1.5R = 25
R = 50/3
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Offline Ergot

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Re: How fast can Ron cycle?
« Reply #8 on: May 16, 2006, 10:07:12 pm »
According to my calculations... (they might be wrong...)
It'll take Ron 4.5 hours for 75 miles.
It'll take Dan 1.8 hours for 75 miles.
4.5 - 1.8 != 1.5 ? I'm not saying you're wrong... but the difference in their time doesn't work out for me... can you show me Dan's rate/time too ?
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Quote from: Newby on February 26, 2006, 12:16:58 am
Who gives a damn? I fuck sheep all the time.
Quote from: rabbit on December 11, 2005, 01:05:35 pm
And yes, male both ends.  There are a couple lesbians that need a two-ended dildo...My router just refuses to wear a strap-on.
(05:55:03) JoE ThE oDD: omfg good job i got a boner thinkin bout them chinese bitches
(17:54:15) Sidoh: I love cosmetology

Offline Nate

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Re: How fast can Ron cycle?
« Reply #9 on: May 16, 2006, 10:35:40 pm »
I get 37.5 MPH for Dan.
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Offline Ergot

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Re: How fast can Ron cycle?
« Reply #10 on: May 16, 2006, 10:57:22 pm »
Quote from: Nate on May 16, 2006, 10:35:40 pm
I get 37.5 MPH for Dan.
Then 4.5 hours for Ron... 2 hours for Dan. That's still not a 1.5 hour difference :( ?
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Quote from: Newby on February 26, 2006, 12:16:58 am
Who gives a damn? I fuck sheep all the time.
Quote from: rabbit on December 11, 2005, 01:05:35 pm
And yes, male both ends.  There are a couple lesbians that need a two-ended dildo...My router just refuses to wear a strap-on.
(05:55:03) JoE ThE oDD: omfg good job i got a boner thinkin bout them chinese bitches
(17:54:15) Sidoh: I love cosmetology

Offline Joe

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Re: How fast can Ron cycle?
« Reply #11 on: May 17, 2006, 08:13:54 am »
Does this have anything to do with iago and Quik?
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Quote from: Camel on June 09, 2009, 04:12:23 pm
I'd personally do as Joe suggests

Quote from: AntiVirus on October 19, 2010, 02:36:52 pm
You might be right about that, Joe.

Offline iago

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Re: How fast can Ron cycle?
« Reply #12 on: May 17, 2006, 01:42:57 pm »
Quote from: Sidoh on May 16, 2006, 03:09:45 am
Quote from: Ergot on May 16, 2006, 02:56:45 am
Doesn't 50 mph on a bike seem a little umm... far fetched?

On average, yeah, but it's definitely possible.  I'm pretty sure I've done it before (downhill, but still).

I see my problem, though... hold on.  Working on a intelligible answer.

Doubt it.  My absolute highest speed (downhill, wind behind me, pedalling as hard as I could) was 58km/h, or 36mph. 
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Offline Sidoh

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Re: How fast can Ron cycle?
« Reply #13 on: May 17, 2006, 01:53:17 pm »
Quote from: iago on May 17, 2006, 01:42:57 pm
Doubt it.  My absolute highest speed (downhill, wind behind me, pedalling as hard as I could) was 58km/h, or 36mph. 

Yeah, but you have a Canadian bike.  Canadian bikes don't have nuclear fuel cells.  Duh.
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Offline BigAznDaddy

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Re: How fast can Ron cycle?
« Reply #14 on: May 17, 2006, 05:05:05 pm »
Quote from: Ergot on May 16, 2006, 03:38:25 am
Well I started with rt=D
So rD*t = (rR*t) + 25
t = 1 so I get rD = rR + 25

75 = rR(tD + 3/2)

rD*tD = 75
Subsititute this up there...

75 = rR(75/rD + 3/2)
Then we plug in rD that we found in the beginning...
75 = rR(75/(rR + 25) + 3/2)
Solving... 0 = 3rR2 + 225rR - 75

I'm not doing something right... so I tried r=t/d but then that just got me something stupid too x_x




what is all this gibberish
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