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Mathematics
containing
in powers of x
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an
the
expansion in series of this function
in powers of x
разложение в ряд по степеням
by
on
expanding
in powers of x
we obtain
при разложении по степеням x мы получаем
by means of an expansion
in powers of x
путём разложения по степеням x
expand
in powers of x
разлагать по степеням х
expand
in powers of x
разлагать по степеням
expand this function in a power series of x
разлагать в ряд по степеням
expansion
in powers of x
разложение по степеням
expansion
in powers of x
разложение по степеням х
if a polynomial is arranged in decreasing power of x
если члены полинома расположены в порядке убывания степеней x
(, but with the terms having zero coefficients omitted, there is said to be a variation in signs whenever two successive terms of the polynomial are opposite in sign)
if a polynomial is arranged in decreasing power of x
если члены полинома расположены в порядке убывания степеней x
(, but with the terms having zero coefficients omitted, there is said to be a variation in signs whenever two successive terms of the polynomial are opposite in sign; ...)
in powers of x
по степеням x
series in terms of powers of x
ряд по степеням x
the minimally possible mass decreases in proportion to the third power of x with increase in the kinetic energy
пропорционально
the
a
power series expansion of a function in x
разложение в ряд по степеням
the
a
Taylor
Laurent
series expansion
in powers of x
разложение в ряд по степеням
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