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Answer1: the shape of a red blood cell

Answer 2: What is meant by 'best'? Is it highest (which is going to be fairly difficult to define practically), lowest (which has a well defined answer), or optimized somewhere in between due to 'external' constrains and conditions?

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Q: What is the best surface area to volume ratio?
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Which sentence best describes these two models A. Model B has a larger volume. B. Model A has a larger surface area. C. Model B has a higher ratio of surface area to volume. D. Model A has a higher ra?

A.S.Apex :)


Which sentence best describes these two models?

They have the same volume, B has more surface area.


How does a sphere shape differ from other shapes?

For a given area, the biggest volume you can enclose is a sphere. A sphere has the best volume-to-area ratio.


What shape keeps heat in the best?

Spherical shapes are the most efficient for retaining heat, as they have the lowest surface area-to-volume ratio. This means there is less surface area for heat to escape from compared to other shapes like cubes or cylinders.


Which geometric shape has the highest surface area to volume ratio?

Answer: There doesn't appear to be a single best answer to this type of question. But if we're proposing simple shapes as answers, then a proportionally very thin film (like a sheet of paper) seems serve adequately. From what I have seen and gather, shapes with long length and width and a short depth would have a bigger surface area compared to its volume. in addition, shapes like cubes and spheres will have a greater volume for their surface area.


Why is surface to volume ratio important to organisms?

surface area to volume is an important concept in biology because cells get their nutrients by difusing it in through their membranes so it is easier for a cell with a better S.A:V to difuse more stuff in in comparison to it's needs


What shape contains heat best?

Spherical shapes are the most efficient at containing heat. This is because a sphere has the smallest surface area relative to its volume, which minimizes heat loss through conduction and radiation. Additionally, spherical shapes promote even distribution of heat throughout the object.


What best represents an adaptation to increase the surface to volume ratio?

One adaptation to increase the surface to volume ratio is having a larger surface area relative to the volume, such as in structures like villi in the small intestine or gills in fish. This allows for more efficient exchange of materials like nutrients and gases with the environment.


What is the surface area and volume aea of 0.5 cm x 0.5 cm x 6.0 cm?

First, note that a surface has area, but a solid figure has volume. There is no such thing as "volume area". Now, to find the volume is easy, assuming all surface angles are right angles. Just multiply .5 * .5 * 6 = 1.5 cubic centimeters. Surface area is a little harder. The surface will consist of two .5 by .5 squares and four .5 by 6 rectangles. (The best way to see this is to draw a picture.) So we have 2 times .25 square centimeters plus 4 times .5 times 6 square centimeters, which equals .5 + 12 = 12.5 square centimeters surface area.


The small size of cells is best correlated with?

The small size of cells is best correlated with a higher surface area-to-volume ratio. This allows for efficient exchange of nutrients and waste products with the environment. Small cell size also helps in maintaining proper cellular functions by facilitating quicker diffusion of molecules.


If the area of a cube is 307.98 what is the best estimate of the surface area?

The surface area is 273.63 square units.


what is after volume?

areume