Typically large bacteria have the shape of a cylinder of fixed radius a and variable length L where L >> a. (a) Show that the surfacetovolume ratio of these bacteria does not depend on the length of the bacterium (dont bother adding on the areas of the end caps). Contrast this with the surfacetovolume ratio of a sphere of radius R. (b) Explain why a large cylindrical bacterium can feed itself more efficiently than a large spherical bacterium. Assume that the bacteria feed by absorbing nutrients through their surface. To do this compare the surface areas of cylindrical and spherical bacteria that have the same volume and thus for the same food requirements. (You should assume that the radius of the cylindrical bacteria is smaller than the radius of the spherical bacteria i.e. a << R).
We Write Essays for Students
Tell us about your assignment and we will find the best writer for your paper
Get Help Now!
PLACE THIS ORDER OR A SIMILAR ORDER WITH AMAZON PAPERS TODAY AND GET AN AMAZING DISCOUNT
The post ) Explain why a large cylindrical bacterium can feed itself more efficiently than a large spherical bacterium. appeared first on Wise Papers.
Welcome to originalessaywriters.com, our friendly and experienced essay writers are available 24/7 to complete all your assignments. We offer high-quality academic essays written from scratch to guarantee top grades to all students. All our papers are 100% plagiarism-free and come with a plagiarism report, upon request
Tell Us “Write My Essay for Me” and Relax! You will get an original essay well before your submission deadline.
