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#61 |
Registered
Join Date: Mar 2004
Posts: 44
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My favorite fish are:
1.Royal Gramma 2.Percula Clownfish 3.Clown Triggerfish 4.Blue Damselfish 5.Lionfish 6.Addis Butterflyfish 7.Copper-banded Butterflyfish
Imagination is more important than knowledge
" Albert Einstein " |
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#62 |
Pet Shark
Join Date: Nov 2001
![]() Location: Back in Buffalo
Posts: 5,460
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There must be a number. I'm just not that mathematically inclined to figure it out. Is it even possible? Jim might have something in the program to keep that from happening.
Let's see, 7 slots, times 26 fish for each slot, equals 182. Well, that's a start. ![]()
Patrick
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#63 |
is pleased
Join Date: Mar 2001
![]() Location: Stockholm, Sweden
Posts: 7,365
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Hm, have to think a bit about that one as it doesn't matter which of the slots the fish are in. If that was the question, I believe it would total 26^7 combinations which would total slightly more than 182 (i.e. 8,031,810,176 possible combinations).
/Tiny Chance Thanks to Morgan, Tiny Snapshots is up and running again with "Tiny Järvafält" as the latest addition – Go have a look and tell me what you think.
"We knew the world would not be the same. A few people laughed, a few people cried, most people were silent. I remembered the line from the Hindu scripture, the Bhagavad-Gita. Vishnu is trying to persuade the Prince that he should do his duty and to impress him takes on his multi-armed form and says, 'Now, I am become Death, the destroyer of worlds.' I suppose we all thought that, one way or another." /Robert Oppenheimer on witnessing the first thermonuclear detonation in history. |
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#64 |
Pet Shark
Join Date: Nov 2001
![]() Location: Back in Buffalo
Posts: 5,460
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How did you get that number (8,031,810,176), Tiny?
Patrick
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#65 |
the Doc
Join Date: Feb 2002
Location: Zeeland, MI
Posts: 5,374
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Umm... 26^7?
![]() And 3,315,312,000 different combinations with no duiplicates, 26*25*24*23*22*21*20.
I don't watch commercials.
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#66 |
Registered
Join Date: Nov 2001
Location: Lancashire, UK
Posts: 7,854
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Pat, - You may be an English teacher, but you're certainly not a maths teacher!
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#67 |
Pet Shark
Join Date: Nov 2001
![]() Location: Back in Buffalo
Posts: 5,460
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Certainly not.
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Patrick
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#68 |
is pleased
Join Date: Mar 2001
![]() Location: Stockholm, Sweden
Posts: 7,365
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Pat
26^7 is the same as multplying 26 with 26 and then the product of that with 26 and the product of that... – seven times. 2^3 = 2*2*2 = 8 3^2 = 3*3 = 9 /Tiny Chance P.S. Ever wondered why Google is called Google? It's actually a typo (plus easier to trademark) for "googol" which is the same thing as 10^100 (that's a "one" followed by 100 "zeros") Thanks to Morgan, Tiny Snapshots is up and running again with "Tiny Järvafält" as the latest addition – Go have a look and tell me what you think.
"We knew the world would not be the same. A few people laughed, a few people cried, most people were silent. I remembered the line from the Hindu scripture, the Bhagavad-Gita. Vishnu is trying to persuade the Prince that he should do his duty and to impress him takes on his multi-armed form and says, 'Now, I am become Death, the destroyer of worlds.' I suppose we all thought that, one way or another." /Robert Oppenheimer on witnessing the first thermonuclear detonation in history. |
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#69 |
Administrator
Join Date: Dec 2000
![]() Location: Tennessee
Posts: 9,725
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Yeah, thats how many wrong answers you have to look through before finding the one you wanted in the first place.
Michael
Administrator of Inside:SereneScreen Aquarium Forum, Chatroom, Fan Site & Gallery DVD Collection |
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#70 |
Mac Development
Join Date: Jul 2002
Location: Rowlett, Texas
Posts: 199
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Given 7 slots for fish, with 26 fish to choose from, where each slot will be filled with one fish and there is an equal chance that any of the 26 fish will be selected to fill a slot, the probability of having all 7 slots filled with the same fish is 1/26^6 (26 to the sixth power, or 308,915,776). You can derive this answer by dividing the number of positive outcomes (where all fish are the same, in this case 26) by the total number of possible outcomes (26^7). Divide the numerator and denominator by 26, which simplifies the answer to 1/26^6.
The probability that all 7 slots will be filled with the same fish of a specific type (e.g., 7 Lionfish) is 1/26^7. |
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#71 |
Pet Shark
Join Date: Nov 2001
![]() Location: Back in Buffalo
Posts: 5,460
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Wow! 1 in 8,031,810,176! That's incredible!
Patrick
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#72 |
Administrator
Join Date: Dec 2000
![]() Location: Tennessee
Posts: 9,725
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Like I said, go buy a lottery ticket.
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Michael
Administrator of Inside:SereneScreen Aquarium Forum, Chatroom, Fan Site & Gallery DVD Collection |
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#73 |
prolificus penguinus
Join Date: Feb 2002
Location: Prolific
Posts: 204
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But MA2-MD in widescreen supports 8 fish on the screen at once.... hehe
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#74 |
Administrator
Join Date: Dec 2000
![]() Location: Tennessee
Posts: 9,725
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OK then, 1 in 208,827,064,576
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Michael
Administrator of Inside:SereneScreen Aquarium Forum, Chatroom, Fan Site & Gallery DVD Collection |
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#75 | ||
The Fish Whisperer
Join Date: Sep 2003
Location: New Jersey, USA
Posts: 121
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I change all the time to get a variety, but some favorites that I usually have are:
at least two yellow tangs purple tang regal tang (gotta love those tangs) royal gramma copper banded butterfly
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#76 |
~Author~
Join Date: Apr 2003
Location: Rocky Mount, NC
Posts: 7,429
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The tangs are my favorite also, I'll sometimes just have a tank of yellow tangs.
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#77 |
Forum Administrator
Join Date: Dec 2000
Location: Rock Hill, SC
Posts: 10,947
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A woman after Jim's heart.
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"Journalism is printing what someone else does not want printed. Everything else is public relations." - George Orwell
"If voting changed anything, they'd make it illegal." - Emma Goldman |
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#78 |
YT
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Originally posted by Marian Nichols I'll sometimes just have a tank of yellow tangs. ![]() ![]() ![]() ![]() |
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