INTRODUCTION:
MATERIALS:
Scissors
Construction paper
Tape
Metric ruler
PROCEDURE:
1. Construct four cell models like the pattern shown. The dimensions of a side will double each time, with the sides being 1 cm, 2 cm, 4 cm, and 8 cm. Fold and tape into cubes with the tabs to the inside. Record the dimensions in the DATA TABLE (the first one was done for you as an example).
DATA TABLE: Cell size comparison. | ||||
Cell |
Dimensions (cm) |
Surface Area (cm2) |
Volume (cm3) |
Ratio Surface area to Volume |
---|---|---|---|---|
1 |
1 x 1 x 1 |
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2 |
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3 |
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4 |
CALCULATIONS:
2. Calculate the total surface area for each cell model by the following formula:
3. Calculate the volumes for each cell model by the following formula:
4. Calculate the surface area-to-volume ratio for each cell model by the following formula:
ratio = | surface area volume |
---|
QUESTIONS:
Which model has the largest surface area? ______
Which model has the largest volume? ______
Which model has the largest ratio? ______
To maintain life, and carry-out cellular functions, materials must be able to move into and out of the cell. Also, material needs to be able to move within the cell. What might be the advantage of having a large surface area?
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