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- этимология
биквадратный - перевод на Английский
биквадратный
adj.
biquadratic
biquadratic
biquadratic congruence
математика
биквадратное сравнение
biquadratic polynomial
![minima]] were above the ''x'' axis, or if the local [[maximum]] were below it, or if there were no local maximum and one minimum below the ''x'' axis, there would only be two real roots (and two complex roots). If all three local extrema were above the ''x'' axis, or if there were no local maximum and one minimum above the ''x'' axis, there would be no real root (and four complex roots). The same reasoning applies in reverse to polynomial with a negative quartic coefficient.](https://commons.wikimedia.org/wiki/Special:FilePath/Polynomialdeg4.svg?width=200 "minima]] were above the ''x'' axis, or if the local [[maximum]] were below it, or if there were no local maximum and one minimum below the ''x'' axis, there would only be two real roots (and two complex roots). If all three local extrema were above the ''x'' axis, or if there were no local maximum and one minimum above the ''x'' axis, there would be no real root (and four complex roots). The same reasoning applies in reverse to polynomial with a negative quartic coefficient.")
FUNCTION DEFINED BY A POLYNOMIAL OF DEGREE FOUR
Biquadratic equation; Biquadratic; Quartic polynomial; Quartic equations; Quartic formula; Fourth degree polynomial; Quartic Equation; Ferrari's method; Forth order polynomial; Biquadratic function; Biquadratic polynomial; Fourth degree equation; Fourth-degree equation; Valmes; Paolo Valmes; Depressed quartic; Y=ax^4+bx^3+cx^2+dx+e; Y=ax4+bx3+cx2+dx+e; Fourth order polynomial
математика
биквадратный многочлен
