Compare the surface-area-to-volume ratios of the three spheres representing cells. The diagram shows three spheres, A (r = 1mm, Surface area = 4π, Volume = 4/3 π); B (r = 2mm, Surface area = 16π, Volume = 32/3 π); C (r = 3mm, Surface area = 36π, Volume = 108/3 π) Which of the three cells, if any, has the greatest surface-area-to-volume ratio? A. The cell with radius 1 B. The cell with radius 2 C. The cell with radius 3 D. All three cells have the same surface-area-to-volume ratio.

Answer :

Answer:

A. The cell with radius 1B

Explanation:

The first sphere's volume is 4/3 compared to 32/3 and 108/3

Answer:

The cell with radius 1B

Explanation:

It has a volume of 4/3 compared to larger volumes.

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