[Get Solution] Bioinformatics And Genome

3. Lander and Waterman derived formulae for the expected completeness of an assembly as a function of coverage c = NL/G, where G = genome length, N = number of reads, L = read length. Then probability that a base is not sequenced = e-c total expected gap length = Ge-c total number of gaps = Ne-c (a) what fraction of a genome could you expect to assemble from eightfold coverage? Present your result as percentage. (b) What total gap length would you expect in an assembly of a 2 Mb target genome size from eightfold coverage? (c) How many gaps would you expect in an assembly of a 2 Mb target genome size from an eightfold coverage of fragments with a read length of 500? (d) You want to sequence to sequence a 4 Mb genome by the shotgun method, by assembling random fragments with read length 500. What coverage would you require, to expect no more than four gaps, assuming no complications arising from repetitive sequences or skewed base composition?

Don't use plagiarized sources. Get Your Custom Essay on
[Get Solution] Bioinformatics And Genome
Get a 15% discount on this Paper
Order Essay
Quality Guaranteed

With us, you are either satisfied 100% or you get your money back-No monkey business

Check Prices
Make an order in advance and get the best price
Pages (550 words)
$0.00
*Price with a welcome 15% discount applied.
Pro tip: If you want to save more money and pay the lowest price, you need to set a more extended deadline.
We know that being a student these days is hard. Because of this, our prices are some of the lowest on the market.

Instead, we offer perks, discounts, and free services to enhance your experience.
Sign up, place your order, and leave the rest to our professional paper writers in less than 2 minutes.
step 1
Upload assignment instructions
Fill out the order form and provide paper details. You can even attach screenshots or add additional instructions later. If something is not clear or missing, the writer will contact you for clarification.
s
Get personalized services with My Paper Support
One writer for all your papers
You can select one writer for all your papers. This option enhances the consistency in the quality of your assignments. Select your preferred writer from the list of writers who have handledf your previous assignments
Same paper from different writers
Are you ordering the same assignment for a friend? You can get the same paper from different writers. The goal is to produce 100% unique and original papers
Copy of sources used
Our homework writers will provide you with copies of sources used on your request. Just add the option when plaing your order
What our partners say about us
We appreciate every review and are always looking for ways to grow. See what other students think about our do my paper service.
Other
GOOD
Customer 452813, July 5th, 2022
Nursing
Did not receive paper on time.
Customer 452693, November 9th, 2022
Nursing
Everything was done thoroughly and with care. Awesome job!!!
Customer 452453, April 10th, 2021
Nursing
Thank you for helping with my assignment.
Customer 452707, July 8th, 2022
Nursing
Great work! Thank you so much.
Customer 452707, July 15th, 2022
Business and administrative studies
GREAT
Customer 452813, June 30th, 2022
Other
AWESOME
Customer 452813, June 19th, 2022
Criminal law
Thank You!
Customer 452465, January 29th, 2021
Career Development
Beautiful job
Customer 452901, April 16th, 2024
Other
OK
Customer 452813, July 3rd, 2022
Communications
Thank you very much
Customer 452669, November 17th, 2021
Human Resources Management (HRM)
Thank you.
Customer 452701, April 24th, 2023
Enjoy affordable prices and lifetime discounts
Use a coupon FIRST15 and enjoy expert help with any task at the most affordable price.
Order Now Order in Chat

Ensure originality, uphold integrity, and achieve excellence. Get FREE Turnitin AI Reports with every order.