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Each spinal nerve has two roots, a dorsal or posterior (meaning "toward the back") one and a ventral or anterior (meaning "toward the front") one.
The general quadratic equation in one variable is ax2 + bx + c = 0, in which a, b, and c are arbitrary constants (or parameters) and a is not equal to 0. Such an equation has two roots (not necessarily distinct), as given by the quadratic formula The discriminant b2 − 4ac gives information concerning the nature of the roots (see discriminant).
Since the function G has two roots in the set U ( n ), by the Rouche theorem we find that F has two roots in the same set.
That is, autonomy has two roots: autos (=self) and nomos (=law).
Notice that although (U) has two roots, the root with negative ( sqrt{A}) violates (10).
The equation has two roots for any value of ε as ε→0.
Similar(38)
That is the kind of thing I've been fishing for but I hever before had a bite! - "Lilium Humboldtii, has two root systems one at base of stem, one below bulb.
It has three roots.
This order has three roots.
This is a third-order polynomial equation that has three roots; we solve for roots in a realistic temperature range to obtain the temperature and δ18OW.
It can be seen from Eq. (5) that the characteristic equation has three roots.
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