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What is a flat polygon shaped surface on a solid three dimensional figure?

It is a face of the 3-d figure.


Which 3 processes stop if stomata is closed?

The three processes that stop when stomata are closed are photosynthesis, transpiration, and gas exchange. Stomata are small openings on the surface of leaves that regulate the movement of gases into and out of the plant. When stomata are closed, these processes are significantly reduced or halted.


How do you draw an elephant seal?

1. draw a wiggly line to mark the surface, 2. draw a flattened egg shaped body outline to rest on top of the surface line, 3. fill in the details.


What are the dimensions of the lowest possible surface area for a box with a volume of 264 in cubed?

If by box you mean a cuboid shaped box, then the smallest surface area is a cube of side 2641/3 ~= 6.42 in (of approx 246.92 sq in). If there is no limitation on the interpretation of the shape of the box, then the smallest surface area is a sphere of radius (3/4 x 264 / {pi})1/3 = (198 / {pi})1/3 ~= 3.98in (of approx 199.02 sq in)..


How far is chico ca from hayward ca?

Around 3 hours.


What does ca 2 3 pages mean in reference to the length of a paper?

About 2 to 3 pages. ca = circa = about


What is the umbrella shaped finial of a dagoba?

the umbrella-shaped finial of a dagoba (3 letters)


What is the driving time from Magalia CA to Mountain View CA?

Magalia CA to Mountain View CA by road is 3 h 25 min (206.9 mi) via CA-70 S and I-680 S


How long does mail take from Visalia CA to Filmore CA?

3 days


How long will mail take from Fresno Ca to Visalia Ca?

3 - 5 days is usual


Why are orchestral shells shaped like a dome?

Because of acoustics-- when a sound hits a flat surface, it bounces off. If that surface is curved one direction, sound will travel that direction. If sound resonates to a dome surface bent outward to the audience, naturally the sound will move the direction that the dome is facing when the sound bounces off of the surface. <3 Luv Clo


If the dimensions of a cube-shaped cell with a length height and width of 1 micrometer ( and microm) were to double what would be the cell and new ratio of surface area to volume?

If the dimensions of a cube-shaped cell with a side length of 1 micrometer double to 2 micrometers, the volume increases from (1 , \text{μm}^3) to (8 , \text{μm}^3) (since volume is proportional to the cube of the side length). The surface area increases from (6 , \text{μm}^2) to (24 , \text{μm}^2) (since surface area is proportional to the square of the side length). The new ratio of surface area to volume is ( \frac{24 , \text{μm}^2}{8 , \text{μm}^3} = 3 , \text{μm}^{-1} ).