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irrationale Zahl - перевод на Английский
irrationale Zahl
irrational number, number that cannot be expressed as the ratio of two whole numbers (Mathematics)
irrational number
.svg?width=200 "Set of real numbers (R), which include the rationals (Q), which include the integers (Z), which include the natural numbers (N). The real numbers also include the irrationals (R\Q).")
REAL NUMBER THAT CANNOT BE EXPRESSED AS A RATIO OF INTEGERS
Irrational numbers; Irrational Numbers; Irrational.number; Irrational Number; Irrationals; Incommensurable magnitudes; History of irrational numbers; First Crisis of Mathematics
irrationale Zahl (Mathematik, Zahl die nicht als vollständige Zahl darstellbar ist)
irrational numbers
REAL NUMBER THAT CANNOT BE EXPRESSED AS A RATIO OF INTEGERS
Irrational numbers; Irrational Numbers; Irrational.number; Irrational Number; Irrationals; Incommensurable magnitudes; History of irrational numbers; First Crisis of Mathematics
die irrationalen Ziffern (Ziffern die nicht als ganze zweistellige Zahlen darstellbar sind - Mathematik)
Определение
Figure of Merit
In the case of a galvanometer, a coefficient expressing its delicacy. It
is the reciprocal of the current required to deflect the needle through
one degree. By using the reciprocal the smaller the current required the
larger is the figure of merit. The same term may be applied to other
instruments.
It is often defined as the resistance of a circuit through which one
Daniell's element will produce a deflection of one degree on the scale
of the instrument. The circuit includes a Daniell's cell of resistance
r, a rheostat R, galvanometer G and shunt S. Assume that with the shunt
in parallel a deflection of a divisions is obtained. The resistance of
the shunted galvanometer is (GS/G+S ; the multiplying power m of the
shunt is S+G/S; the formula or figure of merit is m d (r+R +G S/G+S).
The figure of merit is larger as the instrument is more sensitive.
Synonym--Formula of Merit.
Википедия
Irrationale Zahl
Eine irrationale Zahl ist eine reelle Zahl, die keine rationale Zahl ist.
