Facilitated diffusion is an important method for cells in obtaining necessary molecules and removing other ones. Requirements for facilitated diffusion include

A. The carrier molecule must be specific to the molecule that is transported. The direction of movement is always with the concentration gradient, never against the gradient.
B. The carrier molecule is nonspecific to the molecule that is transported. The direction of movement is always with the concentration gradient, never against the gradient.
C. The carrier molecule is nonspecific to the molecule that is transported. The direction of movement is always against the concentration gradient, never with the gradient.
D. The carrier molecule must be specific to the molecule that is transported and an ATP molecule must be attached to the specific carrier. The direction of movement is always against the concentration gradient, never with the gradient.


A

Biology & Microbiology

You might also like to view...

Which statement about the fate of progenitor cells in Caenorhabditis elegans is not correct?

A. The fate of progenitor cells is determined by their proximity to the anchor cell, which secretes epidermal growth factor. B. Epidermal growth factor binds and activates a transmembrane receptor protein in the cell nearest to the anchor cell. C. In the cell closest to the anchor cell, genes for differentiation into a type 1 cell are activated by epidermal growth factor binding to its receptor. D. Following epidermal growth factor receptor activation, the cell closest to anchor cell inhibits adjacent cells from differentiating to type 1 cells. E. Differentiating into a type 2 cell occurs spontaneously without the need for special genes for type 2 differentiation.

Biology & Microbiology

The end result of meiosis in animals is ______

A. two diploid cells B. two haploid cells C. four diploid cells D. four haploid cells E. None of the answers are correct

Biology & Microbiology

[NeedAttention]

src="data:image/png;base64,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

Biology & Microbiology

Based on evolutionary lineage, fungi and animals belong to the same

A) genus. B) clade. C) family. D) species. E) order.

Biology & Microbiology