What is the degree (celcus plz) is absolute zero?
959193
-273.15 degrees celsius
964851
This is an old math riddle.  Mathemeticians and physisists like to refer to absolute zero (Kelvin scale, with no negative numbers), instead of Fahrenheit or Celsius (which are relative to the freezing and boiling points of water at sea-level).  \n\nTechnically, in a relative scale it makes no sense to speak of doubling or halving the temperature.  (If it is 0 degrees (F or C), then doubling or halving would still be 0, which makes no sense.)  \n\nA less scientistic but more human approach is to postulate a base temperature that most people find comfortable.  Let's say it's 70F (21C, 294 Kelvin, 529 Rankine, 17 Reamur).  If today is "cold", it means less than 70F.  E.g., maybe today was 50F.  So it was 20 degrees (F) colder than is comfortable (70 - 50 = 20).  If tomorrow will be "twice as cold," it will be 70 - [2 x (70 - 50)] = 70 - (2 x 20) =  30F.  Quite cold!
388398
i think the false statement is C. as the degree of any number is always 1. i dont understand the statement b tho :S
173552
The simple answer is that it has zero temperature coefficient.
271556
In addition to the fact that at 4 degrees celcius, water has an absolute density of EXACTLY 1 g/cc, at 0 degrees, it is in equilibrium with its solid phase (ice) which has a density of LESS than 1 g/cc due to its open cage like crystal structure. So, its exact density at 0 degrees is impossible to standardise.
455800
if by o you mean zero then the answer is either \n\ntemperature is less than or equal to -7 degrees \nor greater than or equal to +7 degrees, \n\nif the o is actually an o then \ntemp is less than or equal to (o-7) degrees \nor greater than or equal to (o+7) degrees
153279
Zero (0) is a paradoxical number that has high philosophical and scientific importance. Context of zero in absolute & applied Mathematics is different. In applied mathematics we use it according to our convenience, for example 0 degree celsius, 0!(factorial), initial Velocity, initial position etc. And in Absolute Mathematics we think of it transcendently. Absolute zero is beyond our experience.Therefore we are using and thinking of zero in diffrent context. \nIn the fraction a/o, at present the numerator `a' is considered as something that is considerable. And the denominator `0' is not used in the absolute sense insted it  is taken in the concept of `infinitesimally small'.That is the symbol `0' here stands for `infinatesimally small'.For instance a `point' is considered as magnitude and dimensionless which is relatively true and wrong in the absolute sense.\nContext a/0=a is also correct iff same meanig is strected all through. ie. a/0 implies `a' is `undivided'.Then a*0 means a is not at all multiplied, hence a*0=a only in the absolute sense. Here `a' which is the quotient and  the product is same to both expressions implies that `a' is individual and Independent.This concept is non-pragmatic hence not in use.\nMathematically,a=(1+1+1...`a' times).\nGeneraly, if a/m =n, a=m*n = (m+m+m+...`n' times) \nAnd, if m is infinatesimally small,a=(m+m+m+... infinite  times).At present the parodoxical symbol `0' is used to denote the axiom `infintesimaly small'.consequently. it is written as a/0= `Infinity'\nNote that divisibility exists iff something exists in the denominator.And in the same way multiplicability exits iff something exits as multiplier.
66875
Absolute zero refers to 0 degress Kelvin -- a measure of temperature.\n\nA Joule is the "metric" standard measure of energy.\n\nCalories are an older measure of thermal energy.\n\n1 Calorie = 4.18 Joules.
483739
Absoultue zero in terms of Kelvin is impossible to obtain because there can never be nothing
169693
the absolute value of -4 (usually written |-4|) is 4\n\ntherefore (-2) - |-4| = (-2) - 4 = -6\n\n-6
710032
are u talking degrees
151603
a) set TC = 0 since celsius is on the x-axis and you find the y intercept by setting whatever is on the x-axis equal to zero.\nb) 32 degrees farenheit.\nc) m = 5/9  y-intercept = -5/9*32 = -17.8 TC
1120766
close to absolute zero or -273.15 deg C\nst\nIn 1994 the NIST achieved a record cold temperature of 700 nK (billionths of a kelvin).  In 2003, researchers at MIT established a new record of 0.5 nK.
172997
ZERO\n\nand ironically not everything is true, you have to study it and find out for yourself
1137788
Nope, 0/0 could be 1 but it could also be anything else.   Division is the opposite of multiplication and 0 times anything at all, even infinity, is still zero.
497395
1.\nBecause e to the power minus infinity is 0.
142627
First we must use the Kelvin scale as is the only absolute scale starting from 0. You have quantified the amount of cold so you must use an asbolute scale. Kelvin measures the absolute temperature with 0 representing NO kinetic motion whatsoever of the molecules. Kinetic motion is another way of defining temperature. That said here we go:\n\n0 degrees F is ~255K so half of that is 122.5K which is -233.57 degrees F. \n\n0 degrees C is ~273K and half of that is 136.5K which is -136.5 degrees C. \n\nNumbers are all approximate.\n\nAlternatively, you can set an arbitrary definition for cold say 40 degrees F which is 278K. If its 255K (0 deg f)today, then you take the difference between 278 and 255 and multiply it by 2 and you get 46K. Substract the difference from 255 and you get 204K which is -92 deg farenheit.\n\nI hope I didnt lose you yet but I actually had fun doing this ;)!