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Nasal cavity

tongue surface

stomach epithelium

length of both intestines

kidney's

coiled structure of the cochlea

lung (alveoli)

cerebral cortex

capillaries

microvilli in small intestines

-many more... all i can think of right now

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Q: Where in your bodies do you maximize surface area?
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Related questions

How to Maximize volume given surface area?

make it spherical


Why the vessels are in conical shape?

To maximize the surface area/volume ratio.


What relationship between surface area and volume must organisms achieve to ensure efficient delivery of nutrients?

maximize surface area and minimize volume


What can change the surface area to volume ratio?

Yes. There are ways to do that, but it depends on what you wish to change the surface area of. Changing the surface area of something like, say, a shotput is difficult, but changing the surface area of a balloon can be accomplished by merely blowing it up (more) or deflating it.


What bodies cover most surface area?

ground morainesground moraines


Why is it important to maximize the surface area to volume ratio?

It is not always the case. If you are out in the cold with insufficient clothing, the important thing - to prevent hypothermia - is to MINIMISE the surface to volume ratio.


What is the reason for increased surface area in chloroplasts?

The stroma is an area inside the chloroplast with a thylakoid stack. The stacks are connected by the stroma lamellae and maximize the efficiency of the chloroplasts.


How are you able to minimize or maximize friction?

You can minimise friction by Decreasing surface area, making area smoother, lubricating it(eg. car parts) and the opposite to maximise friction.


Why are your small intestines so wrinkly?

The wrinkles of the small intestine increase its surface area. Increased surface area gives more opportunities for absorption of nutrients, which is one of the main functions of the small intestine.


Why do tapeworms have flattened bodies with a large surface area?

This is because they need to fit in anything!


Would a frog's lung surface area be the same as a human's lung surface area?

In the real life sense no, but if you make our bodies the same size our lungs would be relatively the same size.


Indicates that the area is expanded?

maximize