what is the deffinittion??
953062
A primary division of a kingdom, as of the animal kingdom, ranking next above a class in size.
694927
What are you trying to do?  You have just defined f(x).  You have not said what to do with it.
199199
The limit of a function is the value of the function (often) that is not defined for a specific value of the independent variable. For example:\n\nf(x) =1/x \n\nQ.1: what is the value of f(x) if x=0 \n\nthe answer is we don’t know because when we substitute for zero in the equation the function will be not defined any more.\n\nQ.2: what is the value of f(x) as x approaches zero (x-->0)?\n In this case we take the limit \n\nas x ---> 0  then f(x) ----> infinity.\n\nRemember that\n\nIf  x=0 then f(x) is not define       \n\nAnther function   if f(x) = 1/(2-x)\n\nQ3: what is the value of f(x) when x=2?\nA: the value is undefined\n\nQ4: what is the value of f(x) as x approaches 2 (x-->2)? \n\nAs x--> 2 then f(x) --> infinity \n\nNow let f(x)= 2x\nQ5: what is the value of f(x) when x=1?\n   f(1)= 2*1=2   (defined value)\n\nQ: what is the value of f(x) when x approaches 1 (x-->1)?\n\nAs x---> 1 then f(x)--> 2\n\nIn this case the value of the function is the same as the value of the limit. This means the function has a derivative at x=2.
286522
I will do more than provide you with a mere definition -- I will provide you with information on how to locate defintions.  \nStep 1:  Acquire a dictionary from your local bookstore or library.  Alternatively, use an online dictionary such as www.dictionary.com\n\nStep 2: Lookup the word you seek the definition of.\n\nAt this point, you have found achievement in your quest to know the words definition.
404901
youcantellthedifference
824963
Given:  BX/D = CE/F\n\nFind:  "X"\n\nSolution:\nBX/D = CE/F\n(B/D)(X) = CE/F\n(D/B)(B/D)(X) = (D/B)(CE/F)\n(1)(X) = CDE/BF\n\nAnswer:\nX = CDE over BF  or  X = CDE/BF
653782
easy infinity +1\n\nThe limit that a function is said to approach at x = a when (x) is larger than any preassigned number for all x sufficiently near a. \n\nThe key word here is preassigned.  In this case there can never be a true infinity.  You have to define the set that you are taking to infinity.  Whether it be numbers, distances, time, space, etc.  Just by defining the set, puts a limit on your answer, which makes that limit infinity.  And any comparable limit is infinity as well, unless it's exactly the same as the first.
341811
uhmmmm errrrrr, can u please tell me what a costitution is?
893324
domain:  from - infinity to + infinity  (that's for x)\n\nrange: 0 to infinity (for y)\n\ny = |x+4|
306122
what does this mean?!
892605
(constant)/(2^n) when n->infinity => the limit is 0(zero)\n\nPS\nNot to be a a stickler for rules but is this really laptop related ? :))
928165
there is no such word. May be it must be resolution. It means determination
1149236
fdyrtutdyitditfyifttttttttttttti
972569
By definition of the derivative\ng'(x) = lim h=>0 [g(x + h) - g(x)] /h =  lim h=>0 [3xh + h^2]/h = \nlim h=>0 [3x + h] = 3x
1088608
I am wondering what infrenchment is!
919602
most definite.\nchinn
1151802
fttft\n!. F 2. T 3. T 4. F 5. T