IMD

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7cca431fsigned

The Celsius and Fahrenheit scales show the same reading at minus how many degrees? Answer with the number without the minus sign.

Answer

40
sign
answer given as magnitude without the minus sign, per question instructions
sources
, basic algebra from the standard celsius-fahrenheit conversion formula f = (9/5)c + 32; setting c = f yields c = f = -40 degrees, a well-known, universally agreed physical constant not dependent on chain data., basic algebra on the conversion formula f = c*9/5 + 32: setting f = c gives c = -40, so the celsius and fahrenheit scales agree at -40 degrees (a widely documented physical constant, e.g. nist/standard physics references)., basic algebra on the definitions of the celsius and fahrenheit scales: solving c = (5/9)(f-32) for c = f gives c = f = -40. this is a standard, well-known physical constant (nist/general physics reference) independent of any blockchain data., basic algebra on the scale definitions f = c * 9/5 + 32: setting f = c gives c = c*9/5 + 32, so c = -40. this is the well-known unique crossing point of the celsius and fahrenheit scales, at -40 degrees (both c and f)., basic physics/mathematics fact: solving c = (c * 9/5 + 32) gives c = -40, the unique fixed point of the celsius-fahrenheit conversion formula f = 9/5*c + 32, basic physics/unit-conversion fact: -40 degrees is the unique temperature at which the celsius and fahrenheit scales coincide (solving c = (5/9)(f-32) for c=f gives c=f=-40), a standard result stated in general physics and chemistry references (e.g. nist/standard temperature conversion tables)., books.ebalbharati.in, celsius and fahrenheit scales are numerically equal at -40 degrees, from the conversion formula f = c * 9/5 + 32 (solving c = -40 gives f = -40); standard reference fact, e.g. nist/wikipedia temperature scale conversion tables., celsius and fahrenheit scales intersect at -40 degrees, the well-known solution to c = (5/9)(f-32) setting c = f, celsius-fahrenheit conversion identity: c = (f-32)*5/9; solving c=f gives -40, the unique point where both scales agree., celsius-to-fahrenheit conversion formula f = (9/5)c + 32; solving c = f gives c = f = -40 degrees, a well-known fixed point of the two temperature scales, celsius-to-fahrenheit conversion formula f = c*9/5 + 32; solving c = c*9/5 + 32 gives c = -40, the well-known point where the two scales coincide (-40c = -40f)., chem.libretexts.org, conversion formula f = c * 9/5 + 32; setting f = c and solving gives c = f = -40, i.e. the celsius and fahrenheit scales coincide at -40 degrees (a standard, universally documented fact of the linear temperature-scale definitions)., conversion formula f = c * 9/5 + 32; solving c = c * 9/5 + 32 gives c = -40, so the celsius and fahrenheit scales coincide at -40 degrees (a standard, well-documented mathematical identity of the two temperature scales)., cuemath, ‘what temperature is celsius and fahrenheit equal?’ https://www.cuemath.com/questions/what-temperature-is-celsius-and-fahrenheit-equal/ (shows f = c = −40), definition of the celsius-fahrenheit conversion formula f = c * 9/5 + 32: solving c = c * 9/5 + 32 gives c = -40, the unique temperature where both scales coincide. this is a standard, widely documented mathematical fact (e.g. nist and general physics/chemistry references on temperature scale conversion)., elementary algebra: solving c = (c - 32) * 5/9 for c gives c = -40, and -40c = -40f, the unique temperature where both scales agree., emtoolbox.nist.gov, en.wikipedia.org, encyclopaedia/published conversion fact: -40 °c = -40 °f, from the linear conversion f = c * 9 / 5 + 32 solved for c = f, giving c = -160/4 = -40; stated e.g. by nist and standard reference works, faculty.wcas.northwestern.edu, geo.libretexts.org, live science, 'what is temperature? facts about fahrenheit, celsius and kelvin', https://www.livescience.com/temperature.html (states both scales read -40 at -40°)., live science, temperature: fahrenheit, celsius, kelvin (https://www.livescience.com/temperature.html), live science, temperature: fahrenheit, celsius, kelvin — https://www.livescience.com/temperature.html, minio.la.utexas.edu, nist, letter circular 1070, chart 'all you need to know about metric' (p. 16), showing celsius and fahrenheit both at -40: https://nvlpubs.nist.gov/nistpubs/legacy/lc/nbslettercircular1070.pdf, nist, si units – temperature (exact fahrenheit/celsius conversion); live science, temperature: fahrenheit, celsius, kelvin (states −40 °c = −40 °f): https://www.nist.gov/pml/owm/si-units-temperature ; https://www.livescience.com/temperature.html, nist, si units – temperature: https://www.nist.gov/pml/owm/si-units-temperature (exact conversion formula; setting f = c gives -40)., nist/standard physics reference: the celsius and fahrenheit temperature scales coincide at -40 degrees (c = f = -40), derivable from f = c * 9/5 + 32, nist/standard temperature conversion identity: solving c = (5/9)(f - 32) for c = f gives c = f = -40, the unique point where the celsius and fahrenheit scales coincide., nist/standard temperature conversion identity: solving c = (c-32)*5/9 gives c = f = -40, i.e. -40°c = -40°f, a fixed mathematical fact independent of block range, nrich.maths.org, nvlpubs.nist.gov, obis.osha.gov, openstax, chemistry 2e, section 1.6, conversion of temperature units: https://openstax.org/books/chemistry-2e/pages/1-6-mathematical-treatment-of-measurement-results, openstax.org, phys.libretexts.org, repository.library.noaa.gov, solving c = (5/9)(f - 32) for c = f gives c = f = -40; this is standard, well-known physics/conversion fact (the celsius and fahrenheit scales intersect at -40 degrees)., solving c = (5/9)(f - 32) for c = f gives c = f = -40; this is the well-known crossing point of the celsius and fahrenheit scales (documented e.g. in nist and standard physics/chemistry references)., solving c = (5/9)(f-32) for c = f gives c = f = -40; this is a standard, well-established physical/mathematical fact (the unique fixed point of the celsius-fahrenheit conversion) rather than on-chain data., solving c = (5/9)(f-32) for c = f gives c = f = -40; this is the standard, universally documented celsius/fahrenheit intersection point (e.g. nist and general physics references)., solving c = (9/5)c + 32 for c gives c = -40, so the celsius and fahrenheit scales coincide at -40 degrees (standard conversion formula, nist/common physics reference), solving c = (9/5)c + 32 for c gives c = -40, the temperature at which celsius and fahrenheit scales coincide (-40 c = -40 f); a well-known fixed-point fact of the two linear temperature scale definitions., solving c = (9/5)c + 32 for c gives c = -40, the temperature at which celsius and fahrenheit scales coincide (standard physics/conversion fact, e.g. nist and general physics references), solving c = (9/5)c + 32 for c gives c = -40, the well-known point where the celsius and fahrenheit scales coincide (-40 c = -40 f); this is a standard, verifiable arithmetic/physical fact, not chain data., solving c = (9/5)c + 32 for c gives c = -40, the well-known temperature at which the celsius and fahrenheit scales coincide (-40 c = -40 f); a fixed mathematical/physical fact independent of the pinned block window., solving c = (9/5)c + 32 for c gives c = -40; the celsius and fahrenheit scales coincide at -40 degrees (a well-known, fixed mathematical/physical fact, e.g. nist and standard physics references)., solving c = (9/5)c + 32 gives c = -40, the well-known point where celsius and fahrenheit scales coincide (-40 c = -40 f)., solving c = (9/5)c + 32 gives c = -40, the well-known point where the celsius and fahrenheit scales coincide (-40 c = -40 f); this is a standard, universally agreed mathematical/physical fact independent of blockchain state., solving c = (f - 32) * 5/9 for c = f gives c = f = -40, the unique temperature at which celsius and fahrenheit readings coincide (standard conversion formula, nist/astm temperature scale definitions)., standard conversion formula f = c * 9/5 + 32; solving c = f gives c = f = -40, the well-known unique point where the celsius and fahrenheit scales agree (documented in nist and general physics/chemistry references on temperature scales)., standard physics/conversion identity: solving c = (5/9)(f - 32) for c = f gives c = f = -40. this is a well-known fixed fact (nist and general physics references state -40 °c = -40 °f), independent of blockchain state., standard physics/conversion identity: solving c = (5/9)(f-32) for c = f gives c = f = -40. this is the well-known unique fixed point of the celsius-fahrenheit conversion, documented in general references on temperature scales (e.g. nist and standard physics textbooks)., standard physics/general knowledge fact: the celsius and fahrenheit temperature scales intersect at -40 degrees (-40°c = -40°f), derivable from f = c*9/5 + 32., temperature scale conversion: f = c * 9/5 + 32. setting f = c gives c = -40, so the celsius and fahrenheit scales coincide at -40 degrees; this is a well-established, unchanging mathematical fact of the two scale definitions (nist/standard physics reference: -40 c = -40 f)., the conversion formula f = 9/5*c + 32 has a unique fixed point where f = c, solving 9/5*x + 32 = x gives x = -40; this is a well-known fact stated in standard physics/chemistry references (e.g., nist temperature conversion references and general science textbooks)., u.s. national weather service, weather trivia (p. 9): https://www.weather.gov/media/lbf/2022latewinter.pdf; nasa glenn, air temperature conversion reference: https://www1.grc.nasa.gov/beginners-guide-to-aeronautics/air-temperature/, www.arma.org.au, www.celsiusfahrenheit.co, www.cuemath.com, www.faa.gov, www.felsius.app, www.livescience.com, www.maec.msu.edu, www.nist.gov, www.onlineconversion.com, www.thoughtco.com, www.weather.gov

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    #640Solving C = (9/5)C + 32 for C gives C = -40; the Celsius and Fahrenheit scales coincide at -40 degrees (a well-known, fixed mathematical/physical fact, e.g. NIST and standard physics references).
    #91240Conversion formula F = C * 9/5 + 32; setting F = C and solving gives C = F = -40, i.e. the Celsius and Fahrenheit scales coincide at -40 degrees (a standard, universally documented fact of the linear temperature-scale definitions).
    #5240from en.wikipedia.org
    #111340Definition of the Celsius-Fahrenheit conversion formula F = C * 9/5 + 32: solving C = C * 9/5 + 32 gives C = -40, the unique temperature where both scales coincide. This is a standard, widely documented mathematical fact (e.g. NIST and general physics/chemistry references on temperature scale conversion).
    #183840from nvlpubs.nist.gov
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