Question

Estimate the number of different small (with molar masses of less than 100 grams) chemical species...

Estimate the number of different small (with molar masses of less than 100 grams) chemical species that are found in cells. . There isn't a write answer it's a thoughtprocess type of thing

Homework Answers

Answer #1
  • Normally the organisms contain thousands of cells with hundreds of different types.These cells may contain millions of molecules that form thousands of different chemical species within a cell.
  • Our genome contains about 23,000 protein coding genes,and the estimated number of chemically different proteins considering splice variants and post translational modifications.
  • Above all it is very difficult to estimate the number of different proteins found within a cell of an organism.
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
1.A) The Tauroto region contains 31 different species of IceCream-type small monsters. Each capture of an...
1.A) The Tauroto region contains 31 different species of IceCream-type small monsters. Each capture of an IceCream-type small monster has an equal chance of being any of the 31 species. If a collector captures five of these small monsters, what is the probability that they have captured at least two small monsters of the same species? 1.B) In the same scenario as 1.A, what is the lowest number of IceCream-type small monsters that a collector must capture to make capturing...
The Tauroto region contains 31 different species of IceCream-type small monsters. Each capture of an IceCream-type...
The Tauroto region contains 31 different species of IceCream-type small monsters. Each capture of an IceCream-type small monster has an equal chance of being any of the 31 species. If a collector captures five of these small monsters, what is the probability that they have captured two small monsters of the same species? In the same scenario as problem above, what is the lowest number of IceCream-type small monsters that a collector must capture to make capturing two of the...
Write a program that input some number of cents (see less than 100), and output the...
Write a program that input some number of cents (see less than 100), and output the number of quarters, dimes, nickels and pennies needed to add up to that amount (thinking how a cashier needs to return you back some small changes).
In Matlab, write a function that takes a relatively small (less than 100 billion) positive integer...
In Matlab, write a function that takes a relatively small (less than 100 billion) positive integer input and outputs the prime factorization of that integer using as few built-in functions as possible. Explain the processes with comments. NOTE: Do not use the functions factor(n), primes(n), or isprime(n). You should be able to write out what these functions do yourself if you want to be able to do something similar.
Limpets are small snail-like mollusks that have more or less conical (rather than coiled) shells. Many...
Limpets are small snail-like mollusks that have more or less conical (rather than coiled) shells. Many species of limpets can exist in saltwater but may also move into brackish water (less salty than seawater, but still not quite freshwater). A researcher was interested to see if existing in water with different salt concentrations altered the rate at which two species of limpets (Acmaea scabra and Acmaea digitalis) consumed oxygen (measured in µL of O2/mg of dry body weight/minute). The salt...
Note:  100% plagiarism in the above paragraph please remove the plagiarism less than 15 % . SEGMENTATION...
Note:  100% plagiarism in the above paragraph please remove the plagiarism less than 15 % . SEGMENTATION AND TARGET MARKET The consumer market amounts to a total of 6.3 billion people, and thus there is great demand for an enormous variety of goods and services, especially as consumers differ from one another in that of age, gender, income, education level, and tastes (Saeidinia et al.,2012) Actually, every individual is a potential customer for Coca-Cola Company. The primary target is on the...
When estimating the C-value of an organism, which of the following would not be considered? The...
When estimating the C-value of an organism, which of the following would not be considered? The non-coding regions of the genome The mitochondrial genome The coding regions of the genome The size of the entire haploid genome is estimated for C-value When estimating the G-value of an organism, which of the following would not be considered? Mitochondrial genes Protein coding regions of the genome The size of the entire haploid genome is estimated for G-value Non-coding parts of the genome...
18.If population 1 is in Hardy-Weinberg equilibrium such that p = 0.7, and q = 0.3,...
18.If population 1 is in Hardy-Weinberg equilibrium such that p = 0.7, and q = 0.3, select all of the following that would result if mating began to occur with the adjacent population 2 in which p = 0.1 and q = 0.9.  Select ALL that apply. Group of answer choices A) Population 1 will shift out of Hardy-Weinberg equilibrium B) Population 2 will stay in Hardy-Weinberg C) In population 2, p will increase D) In population 1, p will increase...
Note:  100% plagiarism in the above paragraph please remove the plagiarism less than 15 % . CHALLENGES...
Note:  100% plagiarism in the above paragraph please remove the plagiarism less than 15 % . CHALLENGES / OPPORTUNITIES One of the major challenges is to change the people’s perspective of PepsiCo as an unhealthy soft drink producer. Due to the link of soft drinks to obesity and diabetes, the new CEO wants to reinvent Pepsi as a healthy food producer rather than a snacks producer. Although this is a good plan for the PepsiCo to consider, people who are used...
Joyce works in a toy factory maintaining machines. Machines should inject exactly 500 grams of plastic...
Joyce works in a toy factory maintaining machines. Machines should inject exactly 500 grams of plastic into a mold to make a toy plane. Joyce wonders if these toy machines might need cleaning, but it's a lot of work taking apart the machines to do a proper job. She grabs planes from 24 different machines at random and weighs them. Her average is 495 grams. She knows there's a standard devation of 10 grams for all machines (Joyce has been...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT