I need this for a science project due in three days and it is worth 50% of my science mark and I still haven't started on the model of the constallation.(Or the info) Can you throw in a few good sites too?
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Pisces (Latin for fish (plural), symbol , Unicode ♓) is a zodiac constellation which lies between Aquarius to the west and Aries to the east.\n\nThe Vernal equinox is currently located in Pisces, due south of ω Psc, and, due to precession, slowly drifting below the western fish towards Aquarius.\n\n\nMythology\nThe constellation resembles two roundish objects, each of which is tied to the same point by a long length of string [1]. Generally the objects have been considered as fish, although since by including fainter stars visible to the naked eye, the strings themself take on the appearance of stick-figure bodies (with the roundish objects thus becoming heads). Some forms of early Greek mythology viewed it as men bound to a point. It is generally thought that in earlier depictions, only the constellation Piscis Austrinus was considered to be a fish.\n\nAccording to one version in Greek mythology, this constellation represents fish into which Aphrodite and her son Eros transformed in order to escape the monstrous Typhon. The two fishes are often depicted tied together with a cord (or their tails), to make sure they do not lose one another.\n\nAccording to another version, since the binding point is below the ecliptic, and thus considered to represent being in the underworld, and that one of the figures (the one on the left) appears to escape, but the other (on the right) seems to head back toward the ecliptic, then, together with Cetus (another constellation in the Zodiac sign of Pisces), this may have formed the basis of the myth of the capture of Cerberus, one of The Twelve Labours of Herakles.\n\n\nAstrology\nThe Western astrological sign Pisces of the tropical zodiac (February 19 - March 20) differs from the astronomical constellation and the Hindu astrological sign of the sidereal zodiac (March 12 - April 18).\n\n\nNotable Deep Sky objects\nPisces contains one galaxy that is listed in Charles Messier's catalog, namely the spiral galaxy Messier 74.\n\n\nStars\nStars with proper names: \n(113/α Psc) (double) 3.82, 4.33 Alrescha [Al Rescha, Alrischa, Alrisha, Rescha, El Rischa, Al Richa] or Kaitain or Okda \nAlrescha < ? ar-riša' The ropes \nOkda < عقدة cuqda[h] Knot \n(4/β Psc) 4.48 Fum al Samakah \n< فم السمكة fum/fam al-samakah Mouth of the fish \n(99/η Psc) 3.62 Alpherg or Kullat-Nunu \n[Alpherg = a error for Alpherd?] \n(110/ο Psc) 4.26 Torcularis Septentrionalis \n< torculāris septemtriōnālis Of the northern wine/oil press \nvan Maanen's star (HIP 3829) 12.38 – closest single white dwarf \nStars with Bayer designations: \n6/γ Psc 3.70; 63/δ Psc 4.44; 71/ε Psc 4.27; 86/ζ Psc – double 5.21, 6.44; 10/θ Psc 4.27; 17/ι Psc 4.13; 8/κ Psc 4.95; 18/λ Psc 4.49; 98/μ Psc 4.84; 106/ν Psc 4.45; 111/ξ Psc 4.61; 102/π Psc 5.54; 93/ρ Psc 5.35; 69/σ Psc 5.50; 83/τ Psc 4.51; 90/υ Psc 4.74; 84/χ Psc 4.66; 85/φ Psc 4.67; 74/ψ1 Psc – double 5.33, 5.55; 79/ψ2 Psc 5.56; 81/ψ3 Psc 5.57; 28/ω Psc 4.03; 7/b Psc 5.05; 32/c Psc 5.70; 41/d Psc 5.38; 80/e Psc 5.51; 89/f Psc 5.13; 82/g Psc 5.15; 68/h Psc 5.44; 65/i Psc – double 5.55, 7.1 ; 67/k Psc 6.08; 91/l Psc 5.23; 5/A Psc 5.42 \nStars with Flamsteed designations: \n1 Psc 6.11; 2 Psc 5.43; 3 Psc 6.22; 9 Psc 6.26; 13 Psc 6.39; 14 Psc 5.91; 15 Psc 6.47; 16 Psc 5.68; 19/TX Psc 4.95; 20 Psc 5.49; 21 Psc 5.77; 22 Psc 5.59; 24 Psc 5.93; 25 Psc 6.29; 26 Psc 6.22; 27 Psc 4.88; 29 Psc 5.13; 30 Psc 4.37; 31 Psc 6.33; 33 Psc 4.61; 34 Psc 5.54; 35 Psc 6.02; 36 Psc 6.12; 38 Psc 6.66; 40 Psc 6.60; 42 Psc 6.25; 44 Psc 5.77; 45 Psc 6.77; 46 Psc 6.40; 48 Psc 6.05; 51 Psc 5.69; 52 Psc 5.38; 53 Psc 5.89; 54 Psc 5.88 – has a planet; 55 Psc 5.36; 57 Psc 5.36; 58 Psc 5.51; 59 Psc 6.11; 60 Psc 5.98; 61 Psc 6.51; 62 Psc 5.92; 64 Psc 5.07; 66 Psc 5.80; 72 Psc 5.64; 73 Psc 6.03; 75 Psc 6.14; 76 Psc 6.28; 77 Psc – double 6.35, 7.42; 78 Psc 6.23; 87 Psc 5.97; 88 Psc 6.04; 94 Psc 5.50; 95 Psc 7.21; 97 Psc 6.01; 100 Psc 7.05; 101 Psc 6.23; 104
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yes try posting question under \n\nHome > Science & Mathematics > Physics \n\nYou will get an answer there.
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The links below have good info. The first briefly addresses your first question, and the second is a good brief history of the problem which provides some insight as to the difficulties encountered. I actually played around with this problem a little on an elementary level and it is interesting. Cheers.\n\nhttp://www.sciam.com/print_version.cfm?articleID=000DBA55-B698-1C71-9EB7809EC588F2D7\n\nhttp://www.geocities.com/fermatnow/flt/
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I have a serious feeling that you haven't given us all the info.\nIf you know the density of HCl you can get the first one.\nBut we don't have enough info to even begin to tell you the relevance of the NaOH.   More info, or concentrate on your own homework...
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this requires way more than anyone can do here, but, i know of a cool java program that will do it for you: \n\nhttp://www.math.rutgers.edu/courses/ODE/sherod/phase-local.html\n\nyou can even set your initial conditions and print it out!
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From the following link, look for "Chapt22, Problem-24".\n\nThis problem is similar, except the speed is 10% instead of 11%. I'm sure you can use the same formulae though.\n\nhttp://www.jca.umbc.edu/~george/html/courses/phys112/2004fall/homework/04fall_phys112_hk8.pdf
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Please take the time to\nvote for the best answer\n\nThank You!!\n\n\nWe derive the shape of the phase boundary for solid to gas transitions (sublimation), examples being dry ice (CO2) or ice at low pressure. We derive the van der Waals equation of state, which is an improvement on the ideal gas equation pV=nRT. The ideal gas equation is based on two assumptions: 1. Particles occupy zero volume, and 2. Particles do not interact. Allowing for particles to have a finite size, and also allowing for the fact that at close range, gas particles feel van der Waals attractions, we get the new improved van der Waals equation of state for a gas made of sticky but hard molecules. Van der Waals attractions work because at close range, atoms and molecules notice each other's dipole moments. The dipole moments are due to the fact that at any given instant, the electron cloud is not quite centered on the nucleus of the atom (although it will be centered on average). This instantaneous dipole moment causes atoms in the vicinity to arrange their instantaneous dipoles so as to lower their energy, which causes attraction. \nIt turns out that geckos can cling to walls and ceilings because of van der Waals attractions. Gecko feet have tiny hairs that split many times to make many very fine tips, giving the hairs a very large total surface area. The fine hairs are able to form many contacts with any surface, and the surface-to-hair contact is adhesive due to van der Waals forces. One gecko foot can support the weight of an entire human.\nVideo: Sticky gecko feet, and their van der Waals adhesive properties.
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Try here (the content is very techinical).  http://scienceworld.wolfram.com/physics/ContinuityEquation.html\nhttp://www.efm.leeds.ac.uk/CIVE/CIVE1400/Section3/continuity.htm
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Here's a nice explanation:\nhttp://www.4to40.com/QA/index.asp?counter=382&category=science
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i doubt your teacher couldnt answer these unless (s)he is not actually a physics teacher\n\nc and a\n\nthe initial momentum is 4kgm/s\nthe final momentum is conserved so it is still 4 kgm/s\nmomentum is mass*velocity\nmass is 1+3= 4kg\nv = p/m = 4kgm/s / 4kg = 1 m/s\n\nentropy is randomness or disorder, when the rooms are different temps, its like the temps are "sorted". there is order to the temperature. when they combine, there is no more order, the temperatures are more random instead of being focused around 2 different temps so disorder, or entropy increases
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Try Google or Yahoo.  You'll find worked examples there.  I think it needs diagrams to understand; they and the accompanying explanations are too complex to attempt to reproduce here.
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The following link is a pdf slide show that gives examples of buoyancy calculations and theory of floating objects.\n\nhttp://www.colorado.edu/physics/phys1010/phys1010_fa05/lectures/class12-09-29.pdf
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i would think that the radiation from the freqs listed above should all cause excite the water molecules in the same way but to differing extents. that's a very good question; i think i'll research it.
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Solve your homework? Heh... I recommend Wikipedia to help you learn about entropy and ectropy. If they are not helpful to you, I'm sure there are some useful links (see the reference part).
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http://www.juliantrubin.com/fairprojects/chemistry/chemicalreactions.html\nhttp://www.scifair.org/\nhttp://physics.usc.edu/~gould/ScienceFairs/
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Here's some links that might help you with this project:\n\nhttp://gtalumni.org/Publications/magazine/spr92/physics.html\nwww.whps.org/schools/sedgwick/dox/science/SixFlags.doc \nhttp://solomon.physics.sc.edu/~tedeschi/midway/sixflagsanalysis.html\nhttp://www.carnegiemuseums.org/cmag/bk_issue/2000/sepoct/feat4.html\n\n\nGood luck with your project!\n~Tia~
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http://en.wikipedia.org/wiki/Pressure_gradient_force\nhttp://en.wikipedia.org/wiki/Temperature_gradient\nHope this helps, good luck!