What is Differentiate: Definition and 226 Discussions

Cellular differentiation is the process in which a cell changes from one cell type to another. Usually, the cell changes to a more specialized type. Differentiation occurs numerous times during the development of a multicellular organism as it changes from a simple zygote to a complex system of tissues and cell types. Differentiation continues in adulthood as adult stem cells divide and create fully differentiated daughter cells during tissue repair and during normal cell turnover. Some differentiation occurs in response to antigen exposure. Differentiation dramatically changes a cell's size, shape, membrane potential, metabolic activity, and responsiveness to signals. These changes are largely due to highly controlled modifications in gene expression and are the study of epigenetics. With a few exceptions, cellular differentiation almost never involves a change in the DNA sequence itself. Although metabolic composition does get altered quite dramatically where stem cells are characterized by abundant metabolites with highly unsaturated structures whose levels decrease upon differentiation. Thus, different cells can have very different physical characteristics despite having the same genome.
A specialized type of differentiation, known as 'terminal differentiation', is of importance in some tissues, for example vertebrate nervous system, striated muscle, epidermis and gut. During terminal differentiation, a precursor cell formerly capable of cell division, permanently leaves the cell cycle, dismantles the cell cycle machinery and often expresses a range of genes characteristic of the cell's final function (e.g. myosin and actin for a muscle cell). Differentiation may continue to occur after terminal differentiation if the capacity and functions of the cell undergo further changes.
Among dividing cells, there are multiple levels of cell potency, the cell's ability to differentiate into other cell types. A greater potency indicates a larger number of cell types that can be derived. A cell that can differentiate into all cell types, including the placental tissue, is known as totipotent. In mammals, only the zygote and subsequent blastomeres are totipotent, while in plants, many differentiated cells can become totipotent with simple laboratory techniques. A cell that can differentiate into all cell types of the adult organism is known as pluripotent. Such cells are called meristematic cells in higher plants and embryonic stem cells in animals, though some groups report the presence of adult pluripotent cells. Virally induced expression of four transcription factors Oct4, Sox2, c-Myc, and Klf4 (Yamanaka factors) is sufficient to create pluripotent (iPS) cells from adult fibroblasts. A multipotent cell is one that can differentiate into multiple different, but closely related cell types. Oligopotent cells are more restricted than multipotent, but can still differentiate into a few closely related cell types. Finally, unipotent cells can differentiate into only one cell type, but are capable of self-renewal. In cytopathology, the level of cellular differentiation is used as a measure of cancer progression. "Grade" is a marker of how differentiated a cell in a tumor is.

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  1. A

    How Do You Differentiate x^2y and xy^2?

    x^2y the y is biglike the x its not small and how do you differentiate this xy^2 for the first one i used the product rule and thesecond one and i get a different answer then what i was suppost to get
  2. A

    How can this function be simplified?

    y=x^2+4x+3/square root x i did this s x^2+4x+3) square root x/ sq x * sq x sq x *x^2)+4x*sq x+ 3/1
  3. A

    Differentiating Exponential Functions with Fractional Exponents

    y=ex(x is suppost to be smaller and on the top right of e)/x squared i a suppost to differentiate this, well i wrote -2ex/x cubed+ ex/ x sq. now u probabl might be confused by the way i wrote it since i don't know how to put the right things for my problems, well i set up the problem...
  4. G

    Is there any way I can differentiate electrical conductivity?

    ...Kay, so I was doing [or trying to do] my homework, and it's pretty basic, actually. We're given a table comprising substances like "vegetable oil", "gatorade", "pencil lead", etc; and asked to predict its electrical conductivity. I tried Googling some of it, but nothing really relevant...
  5. E

    Using implicit differentiation to differentiate log_a (x)

    Could someone please make sure I'm doing this right. I want to find the derivative of the logarithm to the base a of x, using implicit differentiation. Let y = \log_{a} x a^y = x \frac{d}{dx} (a^y) = 1 (implicit differentiation) \frac{d}{dx} (e^{\ln a})^y = 1 \frac{d}{dx} (e^{(\ln a)y}) = 1...
  6. J

    Find Derivative of Complex Function: Solutions & Tips

    Find the derivative. http://img65.imageshack.us/img65/232/der429bj.gif I really don't know which way to go with this.. It's just really complicated.
  7. T

    How to differentiate functions with respect to other functions

    differentiate inverse tan (2x / [1 - x^2] ) with respect to inv sin ( 2x / [1 + x^2] ). may i know what does it mean with respect to inv sin and how to start wif this ques pls
  8. U

    Differentiate e^(a^2 z) with respect to z

    I am to differentiate with respect to z, where a is independent of z... (am assuming that that a is a constant?) a. e^{a^2 z}=diff=>a^2 e^{a^2 z} b.e^{ia z}=cos(az)+isin(az)=diff=>-sin(az)+icos(az) c. (e^{-i z})^2=cos(2z)-isin(2z)=diff=>-sin(2z)-icos(2z) d...
  9. J

    Using the Chain Rule to Differentiate f(g(x^2))

    I'm a little confused as to when to stop taking the derivative of the inside function when using the chain rule... Lets say I have f( g(x^2) ) Would this be correct? f`( g(x^2) ) * g`(x^2) * 2x ? Or do I keep on going until the x is completely gone from the equation?
  10. J

    How to differentiate a three term function?

    I know this is how to differentiate a funtion consisting of two terms: f(x)=xy , f'(x)=x'y+y'x But is this how to differentiate three terms: f(x)=xyz , f'(x)=(x'y+y'x)+(y'z+z'y)+(x'z+z'x) :confused:
  11. G

    How do you differentiate a scalar n vector?

    How? I know that a scalar quantity only comprises of magnitude while a vector consist of both magnitude and direction.. But is there no definite formula to determine whether or not a quantity is a scalar or a vector.. or is there a list of scalars and vectors to show all quantities...
  12. M

    Differentiate the exponential function

    Hi, I am having a bit of trouble, i am getting ready for an exam, one the questions i have asks "given the curve y = e^x, draw tangents to esitmate the gradients of the curve when a)x=0, b)x=1, c)x=-1, Now i know the answers are: a) 1 b) 7.39 c)0.05 However the toruble i am...
  13. A

    How can i differentiate this ?

    I wonder if this can be differentiated ,if it can then what is the derivative of [x^x^x^x^x^x...]^[(x^2)^(x^2)^(x^2)...]^[(x^3)^(x^3)^(x^3)...]^[(x^4)^(x^5)...]...... thank you
  14. G

    How to differentiate an absolut value, f(x)=│x^2-4│

    how do u differentiate f(x)=│x^2-4│...? i don't know how to do it with absolute values...
  15. G

    How to differentiate 2x/(x+y) = y, implicitly?

    differentiate 2x/(x+y)=y Method1: 2x=xy+y^2 d/dx(2x)=d/dx(xy+y^2) 2=y+xy'+2y(y') y'=(2-y)/(x+2y) Method2: 2x/(x + y) = y y' = [2(x + y) - (2x)(1 + y')]/(x + y)^2 [(x + y)^2 + 2x]y' = 2(x + y) - 2x y' = 2y/[(x + y)^2 + 2x] Which method is using "implicit" differentiation?
  16. A

    Differentiate between the two masses in equation for relativistic mass

    how to differentiate between the two masses in equation for relativistic mass? m= mo/sqroot 1-v^2/c^2 what's the difference between m and mo? and what about for energy: eo and e?
  17. F

    How to differentiate the expression 4xy = y^2 + 2ln(x)

    $ 4xy = y^2 + 2 \ln x How do I differentiate that?
  18. C

    Differentiate both sides with respect to x

    Find dy/dx. x^5 log_{2}y-10 = 0 Differentiate both sides with respect to x. 5x^4 log_{2}y + x^5/ (y ln2) dy/dx = 0 dy/dx = -50y ln2 / x^6 Is it correct? please tell me..
  19. wasteofo2

    When reactions occur, how can you differentiate between A2B2 and 2AB?

    Take this double replacement reaction for example: Na_2SO_4 + CaCl_2 How am I supposed to tell whether the product will be CaSO_4 + Na_2Cl_2 or CaSO_4 + 2NaCl? Obviously, there's a difference between Calcium Sulfate + 2 Sodium Chloride molecules and Calcium Sulfate + Sodium DiChloride...
  20. U

    Differentiate that equation for v(t)

    v=vi*e^(-ct) The question asks to differentiate that equation for v(t) and thus show that the acceleration is porportional to the speed at any time. I have no clue how to differentiate. Could someone start me off or give some clues? I'll find th rest in my textbook. Thanks
  21. L

    Can anybody differentiate this to simplest formy=4/3+5cosx

    can anybody differentiate this to simplest form y=4/3+5cosx
  22. A

    Do i just use the chain rule to differentiate 3^2x

    Do i just use the chain rule to differentiate 3^2x
  23. G

    Is This the Correct Way to Differentiate f(x) = x.e^(-pi.x^2)?

    f(x) = x.e^(-pi.x^2) this is how I tried to do it... f'(x) = x.(-pi.2.x.e^(-pi.x^2)) + 1.e^(-pi.x^2) f'(x) = (1 - 2.pi.x^2).e^(-pi.x^2) can anyone see anything wrong with this? Cheers
  24. D

    How Can I Calculate dy/dx for x^2 - xy - y^2 = 3?

    x^2 - xy - y^2 = 3 how do i work out dy/dx?
  25. Z

    How do I apply the Product Rule to three functions instead of just two?

    I'm not sure how to do this one. Only way I can think of is using the Product Rule but I don't know how to apply it when there are more than two functions. Something like: y=(x)(sinx)(cosx) --separate it into three different functions-- f(x)=x, g(x)=sinx, z(x)=cosx --use Product...
  26. Bailey

    Help can someone differentiate e^(nx)

    can someone differentiate e^(nx) where n is any integer. i think is equal to n*e^(nx). please show the proof, thanx. :smile: :smile: :smile:
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