Join thousands of students who trust us to help them ace their exams!Watch the first video
Multiple Choice
Which of the following cube-shaped cells would be most efficient in removing waste by diffusion?
A
A cell with a side length of 10 micrometers
B
A cell with a side length of 20 micrometers
C
A cell with a side length of 5 micrometers
D
A cell with a side length of 1 micrometer
Verified step by step guidance
1
Understand that the efficiency of waste removal by diffusion in cells is influenced by the surface area-to-volume ratio. A higher ratio means more surface area is available for diffusion relative to the volume of the cell.
Calculate the surface area of a cube-shaped cell using the formula: Surface Area = 6 * side length^2. This formula accounts for all six faces of the cube.
Calculate the volume of the cube-shaped cell using the formula: Volume = side length^3. This gives the total space inside the cell.
Determine the surface area-to-volume ratio by dividing the surface area by the volume. This ratio will help compare the efficiency of different cells.
Compare the surface area-to-volume ratios of the cells with side lengths of 10 micrometers, 20 micrometers, and 5 micrometers. The cell with the highest ratio will be the most efficient in removing waste by diffusion.