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The worlds first riddle!

 
 
TTH
 
  1  
Reply Thu 18 Jan, 2007 01:57 am
Is it because you will miss him?
0 Replies
 
markr
 
  1  
Reply Thu 18 Jan, 2007 02:13 am
Definitely. It seems as though the years have flown by. I'd like to hang on to both of them forever.
0 Replies
 
markr
 
  1  
Reply Thu 18 Jan, 2007 02:13 am
Buenas noches.
0 Replies
 
TTH
 
  1  
Reply Thu 18 Jan, 2007 02:15 am
markr wrote:
Definitely. It seems as though the years have flown by. I'd like to hang on to both of them forever.


I think my parents are glad all 5 of us are out of their hair. Laughing
0 Replies
 
TTH
 
  1  
Reply Thu 18 Jan, 2007 02:16 am
markr wrote:
Buenas noches.


Ditto (not my dog either). Thank you for the metric lesson.
0 Replies
 
TTH
 
  1  
Reply Thu 18 Jan, 2007 02:24 am
Actually it is Gute Nacht :wink:
0 Replies
 
TTH
 
  1  
Reply Thu 18 Jan, 2007 06:10 am
http://vulcan.wr.usgs.gov/Imgs/Jpg/Rainier/Images/Rainier84_mount_rainier_and_tacoma_08-20-84_med.jpg

Couldn't resist Tryagain Very Happy
WA State
Highest Point:
Mt. Rainier at 14,411 feet, located in the county/subdivision of Pierce
0 Replies
 
TTH
 
  1  
Reply Thu 18 Jan, 2007 06:59 am
Webpage Title

Just had to do this one too. The green one is already there. The other one they are still working on. I grew up on the West side where all the trees are.
0 Replies
 
TTH
 
  1  
Reply Thu 18 Jan, 2007 05:26 pm
Since Tryagain decided to take a vacation Rolling Eyes Rolling Eyes thoh13 and markr what can you teach me about the metric system?
0 Replies
 
TTH
 
  1  
Reply Thu 18 Jan, 2007 10:57 pm
You can always consider this a riddle Laughing Laughing by guessing who did the American version. Seeing a guy with tears in his eyes is touching.


http://www.youtube.com/watch?v=Sm5LE0Zt3jg
0 Replies
 
Tryagain
 
  1  
Reply Fri 19 Jan, 2007 01:00 pm
Howdy doody dudes, how are ya'll doin? Did you even notice I was missing?

I see Mark has a job at a spray booth Razz , Thoh is back living like a rock star on campus whilst studying the Simpsons Razz , and TTH is learning foreign decimal talk Razz . All's well with the world then. Laughing

Ps. TTH, nice hill you live near. (Metallica)



When I was down in Colorado I had just 750 feet of fencing with me. I had to enclose a rectangular region and then divide it into four pens with fencing parallel to one side of the rectangle, so as to make temporary pens before shipping the cattle back to the ranch.

What is the largest possible TOTAL area of the four pens Question

In square feet please, no foreign stuff to confuse me, thank you.




TTH weighs half as much as Thoh, and Mark weighs three times as much as TTH. Their combined weight is 720 pounds. How much does each person weigh Question



I think the A2K Summer Camp question has defeated you all, and so I will award myself a well earned point for the victory. Twisted Evil
0 Replies
 
markr
 
  1  
Reply Fri 19 Jan, 2007 02:20 pm
[size=8]YESTERDAY...
follows today in a dictionary.

SUMMER CAMP
After 26 days, $134,217,726 would be owed.

Take back that victory point!
[/size]
0 Replies
 
markr
 
  1  
Reply Fri 19 Jan, 2007 02:29 pm
[size=8]WEIGHTS
TTH: 120
Thoh: 240
Mark: 360

FENCING
Assuming all dividers are parallel.
5W + 2L = 750
L = (750 - 5W) / 2
maximize W*L = (-5W^2 + 750W) / 2
W = 75
L = 187.5
Total area = 14,062.5 square feet.
[/size]
0 Replies
 
TTH
 
  1  
Reply Fri 19 Jan, 2007 05:59 pm
Well sometimes it is easier to delete then to edit. You saw my answer and yes I missed you.
0 Replies
 
Tryagain
 
  1  
Reply Sat 20 Jan, 2007 04:06 pm
Mark (the cruel)! "Take back that victory point!" Laughing

YESTERDAY...
follows today in a dictionary. Cool

SUMMER CAMP
After 26 days, $134,217,726 would be owed. Cool

WEIGHTS
TTH: 120 Cool
Thoh: 240 Cool
Mark: 360 Shocked Laughing Cool


If Thoh weighs twice as much as TTH, and Mark three times as much, dividing their total weight by six gives us TTHs weight (think x + 2x + 3x = 720). 720 divided by 6 tells us that TTH weighs 120 pounds, so Thoh weighs 240 pounds and Mark 360.



FENCING
Assuming all dividers are parallel.
5W + 2L = 750
L = (750 - 5W) / 2
maximize W*L = (-5W^2 + 750W) / 2
W = 75
L = 187.5
Total area = 14,062.5 square feet. Cool


You can solve the problem with calculus or with precalculus. I will outline the precalculus solution:

Let w = the total width of the four pens.
Let x = the five lengths needed to enclose the four pens.


Then you can form two equations:
The total fencing is: 5x + 2w = 750
The Area is: A = xw


Solve the first equation for w:
w = 375 - 2.5x

Now substitute this expression for w in the Area equation:
A = x (375 - 2.5x)

Simplifying,
A = 375x - 2.5 x^2,
which is the equation of a parabola opening downward. The greatest area would be at the vertex of the parabola.

Perhaps, it is easier to see this if you replace A by y.
Then it will be in terms of x and y like you are accustomed to seeing. Just remember y stands for the area:

y = 375x - 2.5 x^2

You can solve this on a graphing calculator. If you do, be sure to change the domain and range!!! (Use something like 50 to 100 for x; and use 12000 to 15000 for y).

You can also solve this by completing the square. This will give you the coordinates of the vertex (x, y), which will give you the length of each pen (x) and the area of the four pens (y), which, of course, is what you are looking for.

y = 375x - 2.5x^2

I would rewrite it as:
2.5 x^2 - 375 x = -y

2.5 (x^2 - 150x ) = -y

2.5 (x^2 - 150x + 5625) = -y + 2.5(5625)

2.5 (x^2 - 150x + 5625) = -y + 14,062.5

2.5 (x - 75)^2 = - (y - 14,062.5)

-2.5 (x - 75)^2 = y - 14,062.5

so the vertex is (75, 14062.5) or in other words, the largest area is 14,062.5 square feet when x = 75 feet. By the way, the other dimension is 187.5 feet (this is the total width of the four pens). Young Mark must be in the cattle business.


TTH, "…yes I missed you."

How very sweet, I shall add you to my Christmas card list. Razz



In a card game the four players; TTH, Mark, Thoh and Try, each receive 13 cards from a standard 52 card pack.

What is the probability that you would be dealt a hand containing no cards higher than a 10 Question


A certain investment doubles Thoh's money every five years. If Thoh leaves all the money invested, in 40 years he'll have 384,000.

How long will it take to have $340,000 if he starts with twice as much money Question

How much money did he start with Question
0 Replies
 
thoh13
 
  1  
Reply Sat 20 Jan, 2007 05:36 pm
Tryagain wrote:
A certain investment doubles Thoh's money every five years. If Thoh leaves all the money invested, in 40 years he'll have 384,000.

How long will it take to have $340,000 if he starts with twice as much money Question

How much money did he start with Question



a) 5 years less, or 35 years.
b) 40/5=8 n*2^8=340000. n= 1328.125
0 Replies
 
TTH
 
  1  
Reply Sat 20 Jan, 2007 07:25 pm
I do not know the math to do the problems you listed. I do know the answer to the card question is a slim chance. I would bet money on that.
0 Replies
 
TTH
 
  1  
Reply Sat 20 Jan, 2007 08:53 pm
Tryagain wrote:


If Thoh weighs twice as much as TTH, and Mark three times as much, dividing their total weight by six gives us TTHs weight (think x + 2x + 3x = 720). 720 divided by 6 tells us that TTH weighs 120 pounds, so Thoh weighs 240 pounds and Mark 360. :


What I did was to take 720/3=240/2=120 to get tth's weight, then 120 x 2=
240 to get thoh's weight and last 120 x 3 to get marks weight. Will this apply to the same type of problems or was it just a coincidence?

What is the probability that Tryagain is even close to all our weights? Laughing
0 Replies
 
markr
 
  1  
Reply Sat 20 Jan, 2007 08:56 pm
TTH:
Now that you know the metric system, it is time for your probability lesson. The probability of an event is the number of favorable outcomes divided by the number of possible outcomes. We need to know the number of 13-card hands with no card higher than a 10 and the total number of 13-card hands.

Assuming aces are low, the former is C(40,13) which is the number of combinations of 40 things (ace-ten in four suits) taken 13 at a time. The latter is C(52,13) which is the number of combinations of 52 things (the whole deck) taken 13 at a time. So, the answer to Try's question is C(40,13)/C(52,13).

What the hell is C(n,r) you might ask. Good question. It is n! / [(n-r)! * r!) where n! = 1 * 2 * 3 * 4 * ... * n.

So, the answer is 12033222880 / 635013559600 = 0.01895 which is slightly less than 2%. Anything less than 2% is considered slim, so you were right!!!

Must be those psychic powers. :wink:
0 Replies
 
TTH
 
  1  
Reply Sat 20 Jan, 2007 09:08 pm
Huh Shocked I swear you speak a different language. The car, love the color. Cool
0 Replies
 
 

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