the logarithm of a logarithm
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AnswerCrossword Clue
loglogsthe logarithm of a logarithm
lologthe logarithm of a logarithm, also LOGLOG
loglogthe logarithm of a logarithm, also LOLOG
lologsLOLOG, the logarithm of a logarithm, also LOGLOG
loglogsLOGLOG, the logarithm of a logarithm, also LOLOG
mantissathe decimal part of a logarithm
mantissasMANTISSA, the decimal part of a logarithm
cologarithmthe logarithm of the reciprocal of a number
cologsCOLOG, the logarithm of the reciprocal of a number
cologarithmsCOLOGARITHM, the logarithm of the reciprocal of a number
mantissasThe part of a logarithm that follows the decimal point
mantissaThe part of a logarithm that follows the decimal point
antilogarithma number of which a given number is the logarithm also ANTILOG
antilogarithmsANTILOGARITHM, a number of which a given number is the logarithm also ANTILOG
antilogarithmicof or like an antilogarithm, a number of which a given number is the logarithm
lognormalrelating to or being a normal distribution that is the distribution of the logarithm of a random variable
characteristicsThe whole number or integral part of a logarithm, which gives the order of magnitude of the original number
lognormallyLOGNORMAL, relating to or being a normal distribution that is the distribution of the logarithm of a random variable
neperthe unit used to express the ratio of two amplitudes as a natural logarithm: equal to 8.68 dB
nepersthe unit used to express the ratio of two amplitudes as a natural logarithm: equal to 8.68 dB
decibelsa unit for expressing the ratio of two amounts of electric or acoustic signal power equal to 10 times the common logarithm of this ratio
absorbancesA measure of the capacity of a substance to absorb light of a specified wavelength. It is equal to the logarithm of the reciprocal of the transmittance
absorbanceA measure of the capacity of a substance to absorb light of a specified wavelength. It is equal to the logarithm of the reciprocal of the transmittance
logarithmthe exponent that indicates the power to which a base number is raised to produce a given number the logarithm of 100 to the base 10 is 2
magnitudesThe degree of brightness of a star. The magnitude of an astronomical object is now reckoned as the negative logarithm of the brightness; a decrease of one magnitude represents an increase in brightness of 2.512 times. A star with an apparent magnitude of six is barely visible to the naked eye