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Do they have to mesh together really artistically?? On the 10mm wide, do you mean to spread the two circles apart by 2 mm, so we aren't talking about any white space on either side like fonts have when you say 10mm? Do you want the center of the top to the left or to the right of the center of the bottom. Can we use any straight line segments to improve the look in
the middle or at the ends?? Do you want equations, like algebra?? Do you want points of center plus angles where angle 0 is to the right, and angle sweeps counter clockwize like in trig?
I think you mean 8mm diameters or 4mm radii for the two curving parts of the S.
Boy, that was not explained very well.
You know the probability of a certain chosen two distinct objects being beside one another.
If it in a row, that probability is the same as a circular linked list if you add in the missing link.
I just made a discover that has to do with this problem.
If you connect a counting number of object in a line and figure out how many
are beside one another, it is also true that if you add one more object to the line and
link it to the other end forming a circle, now the pairing probability is the SAME!!!!!
So you are right mom on 1 and 2 because they got exactly 8 times your answers!
But your 3rd last one: 38sqrt 8/64= You said you got 3sqrt3/4, please explain youself.
Since your professor has given such an erroneous question, I would tell him the answer is that the packages cannot be combined into parcels, and therefore he must send them out separately!
I am beginning to think you are right about perfect squares having an odd number of factors, so doors open because the square root factor is only counted once, and all the other factors are paired up. Nice work!
I really like the locker question. I am so tempted just to program it and get a result, but that's kind of cheating isn't it. I could show the results graphically after each student inorder to learn.
Wouldn't all the prime numbered doors be shut, and all those with and even number of factors like #2 ( 1 & 2) the door would be closed, and those with an odd number of factors like locker number 9 (1 & 3 & 9) would be open? And the prime numbers would all have an even number of factors (1 & #), so the door would be closed?
I have two questions? Is n different for each package? How many packages are there?
I don't really get what you are trying to say. But it seems interesting.
And if Prime[] returns 0 if not prime, then why don't you get divide by zero error?
Tell me about Prime[]
Does prime return infinitywhen not prime?
I suggest making one out of paper and labelling highlighting the dimensions that
you know or can derive. This experiment will be very fun. If you don't have
a protractor, you can use a watch or clock and the 160 degrees is approximately
from 3.333333 minutes to 30 minutes using the arc of a minute hand.
26.3878 degrees
I made one out of paper and it appears to be about 22 degrees or half of a 45.
The whole angle appears to be about 45 degrees. I assume you want half of that.
Hey, we spoke understandably. Glad we all helped!
I can't think of a solution to the 365.25 turns and needing a lot of patience to watch it.
30,576 ways is 14 x 14 x 13 x 12, but you are using the letter F, which ganesh originally said it only goes from 0 to E.
But hexadecimal goes to F. so combos = 15 x 15 x 14 x 13.
The confusion is that the sin of 18 could also be a half, and then they say no its not,
and use the other factor and use -b +- sqrt(b^2 - 4ac)/2a.
CELEBI 251 386 251 PSYCHIC / GRASS
TREECKO 252 1 GRASS
GROVYLE 253 2 GRASS
SCEPTILE 254 3 GRASS
TORCHIC 255 4 FIRE
COMBUSKEN 256 5 FIRE / FIGHTING
BLAZIKEN 257 6 FIRE / FIGHTING
MUDKIP 258 7 WATER
MARSHTOMP 259 8 WATER / GROUND
SWAMPERT 260 9 WATER / GROUND
POOCHYENA 261 10 DARK
MIGHTYENA 262 11 DARK
ZIGZAGOON 263 12 NORMAL
LINOONE 264 13 NORMAL
WURMPLE 265 14 BUG
SILCOON 266 15 BUG
BEAUTIFLY 267 16 BUG / FLYING
CASCOON 268 17 BUG
DUSTOX 269 18 BUG / POISON
LOTAD 270 19 WATER / GRASS
LOMBRE 271 20 WATER / GRASS
LUDICOLO 272 21 WATER / GRASS
SEEDOT 273 22 GRASS
NUZLEAF 274 23 GRASS / DARK
SHIFTRY 275 24 GRASS / DARK
TAILLOW 276 25 NORMAL / FLYING
SWELLOW 277 26 NORMAL / FLYING
WINGULL 278 27 WATER / FLYING
PELIPPER 279 28 WATER / FLYING
RALTS 280 29 PSYCHIC
KIRLIA 281 30 PSYCHIC
GARDEVOIR 282 31 PSYCHIC
SURSKIT 283 32 BUG / WATER
MASQUERAIN 284 33 BUG / FLYING
SHROOMISH 285 34 GRASS
BRELOOM 286 35 GRASS / FIGHTING
SLAKOTH 287 36 NORMAL
VIGOROTH 288 37 NORMAL
SLAKING 289 38 NORMAL
NINCADA 290 42 BUG / GROUND
NINJASK 291 43 BUG / FLYING
SHEDINJA 292 44 BUG / GHOST
WHISMUR 293 45 NORMAL
LOUDRED 294 46 NORMAL
EXPLOUD 295 47 NORMAL
MAKUHITA 296 48 FIGHTING
HARIYAMA 297 49 FIGHTING
AZURILL 298 54 NORMAL
NOSEPASS 299 60 ROCK
SKITTY 300 61 NORMAL
DELCATTY 301 62 NORMAL
SABLEYE 302 68 DARK / GHOST
MAWILE 303 69 STEEL
ARON 304 70 STEEL / ROCK
LAIRON 305 71 STEEL / ROCK
AGGRON 306 72 STEEL / ROCK
MEDITITE 307 76 FIGHTING / PSYCHIC
MEDICHAM 308 77 FIGHTING / PSYCHIC
ELECTRIKE 309 78 ELECTRIC
MANECTRIC 310 79 ELECTRIC
PLUSLE 311 80 ELECTRIC
MINUN 312 81 ELECTRIC
VOLBEAT 313 86 BUG
ILLUMISE 314 87 BUG
ROSELIA 315 94 GRASS / POISON
GULPIN 316 95 POISON
SWALOT 317 96 POISON
CARVANHA 318 97 WATER / DARK
SHARPEDO 319 98 WATER / DARK
WAILMER 320 99 WATER
WAILORD 321 100 WATER
NUMEL 322 101 FIRE / GROUND
CAMERUPT 323 102 FIRE / GROUND
TORKOAL 324 105 FIRE
SPOINK 325 110 PSYCHIC
GRUMPIG 326 111 PSYCHIC
SPINDA 327 114 NORMAL
TRAPINCH 328 116 GROUND
VIBRAVA 329 117 GROUND / DRAGON
FLYGON 330 118 GROUND / DRAGON
CACNEA 331 119 GRASS
CACTURNE 332 120 GRASS / DARK
SWABLU 333 121 NORMAL / FLYING
ALTARIA 334 122 DRAGON / FLYING
ZANGOOSE 335 123 NORMAL
SEVIPER 336 124 POISON
LUNATONE 337 125 ROCK / PSYCHIC
SOLROCK 338 126 ROCK / PSYCHIC
BARBOACH 339 127 WATER / GROUND
WHISCASH 340 128 WATER / GROUND
CORPHISH 341 129 WATER
CRAWDAUNT 342 130 WATER / DARK
BALTOY 343 131 GROUND / PSYCHIC
CLAYDOL 344 132 GROUND / PSYCHIC
LILEEP 345 133 ROCK / GRASS
CRADILY 346 134 ROCK / GRASS
ANORITH 347 135 ROCK / BUG
ARMALDO 348 136 ROCK / BUG
FEEBAS 349 140 WATER
MILOTIC 350 141 WATER
CASTFORM 351 142 NORMAL
KECLEON 352 145 NORMAL
SHUPPET 353 146 GHOST
BANETTE 354 147 GHOST
DUSKULL 355 148 GHOST
DUSCLOPS 356 149 GHOST
TROPIUS 357 150 GRASS / FLYING
CHIMECHO 358 151 PSYCHIC
ABSOL 359 152 DARK
WYNAUT 360 160 PSYCHIC
SNORUNT 361 171 ICE
GLALIE 362 172 ICE
SPHEAL 363 173 ICE / WATER
SEALEO 364 174 ICE / WATER
WALREIN 365 175 ICE / WATER
CLAMPERL 366 176 WATER
HUNTAIL 367 177 WATER
GOREBYSS 368 178 WATER
RELICANTH 369 179 WATER / ROCK
LUVDISC 370 183 WATER
BAGON 371 187 DRAGON
SHELGON 372 188 DRAGON
SALAMENCE 373 189 DRAGON / FLYING
BELDUM 374 190 STEEL / PSYCHIC
METANG 375 191 STEEL / PSYCHIC
METAGROSS 376 192 STEEL / PSYCHIC
REGIROCK 377 193 ROCK
REGICE 378 194 ICE
REGISTEEL 379 195 STEEL
LATIAS 380 196 DRAGON / PSYCHIC
LATIOS 381 197 DRAGON / PSYCHIC
KYOGRE 382 198 WATER
GROUDON 383 199 GROUND
RAYQUAZA 384 200 DRAGON / FLYING
JIRACHI 385 201 STEEL / PSYCHIC
DEOXYS 386 202 PSYCHIC
150.MewTwo (Sorry, last time, I must have cut and pasted # 150 wrong)
151.Mew
152.Chikorita
153.Bayleef
154.Meganium
155.Cyndaquil
156.Quilava
157.Typhlosion
158.Totodile
159.Croconaw
160.Feraligatr
161.Sentret
162.Furret
163.Hoothoot
164.Noctowl
165.Ledyba
166.Ledian
167.Spinarak
168.Ariados
169.Crobat
170.Chinchou
171.Lanturn
172.Pichu
173.Cleffa
174.Igglybuff
175.Togepi
176.Togetic
177.Natu
178.Xatu
179.Mareep
180.Flaaffy
181.Ampharos
182.Bellossom
183.Marril
184.Azumarill
185.Sudowoodo
186.Politoed
187.Hoppip
188.Skiploom
189.Jumpluff
190.Aipom
191.Sunkern
192.Sunflora
193.Yanma
194.Wooper
195.Quagsire
196.Espeon
197.Umbreon
198.Murkrow
199.Slowking
200.Misdreavus
201.Unown
202.Wobbuffet
203.Girafarig
204.Pineco
205.Forretress
206.Dunsparce
207.Gligar
208.Steelix
209.Snubble
210.Granbull
211.Qwilfish
212.Scizor
213.Shuckle
214.Heracross
215.Sneasel
216.Teddiursa
217.Ursaring
218.Slugma
219.Magcargo
220.Swinub
221.Piloswine
222.Corsola
223.Remoraid
224.Octillery
225.Delibird
226.Mantine
227.Skarmory
228.Houndour
229.Houndoom
230.Kingdra
231.Phanpy
232.Donphan
233.Porygon2
234.Stantler
235.Smeargle
236.Tyrogue
237.Hitmontop
238.Smoochum
239.Elekid
240.Magby
241.Miltank
242.Blissey
243.Raikou
244.Entei
245.Suicune
246.Larvitar
247.Pupitar
248.Tyranitar
249.Lugia
250.Ho-oh
251.Celebi
And espeon is 196, which is the first 3 digits of √27.
Here's the first 150:
001 Bulbasaur
002 Ivysaur
003 Venasaur
004 Charmander
005 Charmeleon
006 Charizard
007 Squirtle
008 Wartortle
009 Blastoise
010 Caterpie
011 Metapod
012 Butterfree
013 Weedle
014 Kakuna
015 Beedrill
016 Pidgey
017 Pigeotto
018 Pidgeot
019 Rattata
020 Raticate
021 Spearow
022 Fearow
023 Ekans
024 Arbok
025 Pikachu
026 Raichu
027 Sanshrew
028 Sandslash
029 Nidorans
030 Nidorina
031 Nidoqueen
032 Nidoran
033 Nidorino
034 Nidoking
035 Clefairy
036 Clefable
037 Vulpix
038 Ninetales
039 Jigglypuff
040 Wigglytuff
041 Zubat
042 Golbat
043 Oddish
044 Gloom
045 Vileplume
046 Paras
047 Parasect
048 Venonat
049 Venomoth
050 Diglet
051 Dugtrio
052 Meowth
053 Persian
054 Psyduck
055 Golduck
056 Mankey
057 Primape
058 Growlithe
059 Arcanine
060 Poliwag
061 Poliwhirl
062 Poliwrath
063 Abra
064 Kadabra
065 Alakazam
066 Machop
067 Machoke
068 Machamp
069 Bellsprout
070 Weepinbell
071 Victreebel
072 Tentacool
073 Tentacruel
074 Geodude
075 Graveler
076 Golem
077 Ponyta
078 Rapidash
079 Slowpoke
080 Slowbro
081 Magnemite
082 Magneton
083 Farfetche'd
084 Doduo
085 Dodrio
086 Seel
087 Dewdong
088 Grimer
089 Muk
090 Shellder
091 Cloyster
092 Gastly
093 Haunter
094 Gengar
095 Onix
096 Drowzee
097 Hypno
098 Krabby
099 Kingler
100 Voltorb
101 Electrode
102 Exeggcute
103 Exeggutor
104 Cubone
105 Marowak
106 Hitmonlee
107 Hitmochan
108 Lickitung
109 Koffing
110 Weezing
111 Rhyhorn
112 Ryhdon
113 Chansey
114 Tangela
115 Kangaskhan
116 Horsea
117 Seadra
118 Goldeen
119 Seaking
120 Staryu
121 Starmie
122 Mr. Mime
123 Scyther
124 Jynx
125 Electabuzz
126 Magmar
127 Pinsir
128 Tauros
129 Magikarp
130 Gyarados
131 Lapras
132 Ditto
133 Eevee
134 Vaporeon
135 Jolteon
136 Fareon
137 Porygon
138 Omanyte
139 Omastar
140 Kaputo
141 Kabutops
142 Areodactyl
143 Snorlax
144 Articuno
145 Zapados
146 Moltres
147 Dratini
148 Dragonair
149 Dragonite
150 Mewtwo
386, and they're numbered! Could be useful for codes. Deoxyz is last.
Are there about 200 pokemon characters? Is the number a constant, or will it increase?
I saw a poster with at least a hundred I thought on it once.
I think the pentium processor might have a floating point processor in it to do trig?? Just a guess.
Daylight savings is in the summer, I agree I just heard that, and so in the winter the the sun probably is most direct at noon, while in the summer the noon time comes before the sun is overhead. I wonder if that statement is true. Also there are at least one place on Earth that has their time zone off by 1/2 an hour! Maybe NewFoundland? But that would be tough to show.
Finally due to the size of the bitmap viewing area, the +12, which is the -12 hour time zone doesn't fully print the time, you can
go from one end to the other to see each half of its display.
And I have been watching the sun clock for weeks now and keep it as an open window in my browser.
This new one is spectacular!!!!!!! I don't know how you do it. And on the solar system one, it is very nice, but to
be more accurate, you would sacrifice movement of the earth around the sun, or would have to spin the earth
faster because it only spins maybe thirty times around in one year instead of 365.25
Did you try it at 365 spins, and not like how slowly it went around the sun??
But I must stress that the work is totally incredible!!!!!!!!