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  1. Answers created by turksvids - Socratic

    Q&A and Videos that make learning easy. Math, History, Chemistry, Algebra, Calculus, Biology and more.

  2. Exponential Growth and Decay Models - Socratic

    How do you Find the initial population in an exponential growth model? How do exponential growth and carrying capacity interact? How do exponential growth and logistic growth differ? …

  3. What are cell structures and functions? - Socratic

    Aug 29, 2015 · Cell functions include cellular respiration, photosynthesis, protein synthesis, the intake of nutrients and the excretion of wastes. This touches just the basics of what is meant …

  4. Question #605ff - Socratic

    1 Answer Alan P. Nov 27, 2015 Use the basic definition of #cot# function and calculator to obtain #cot# values for #abs (QY)# and #abs (PY)# Use Law of Cosines to determine #abs (PQ)#

  5. What are invertible functions? plz explain. + Example - Socratic

    Mar 26, 2018 · Given: g (3) = 1 and g (6) = 5 we can deduce: f (1) = 3 and f (5) = 6 If the question is correct - which I am not sure - then we can find which multiple choice option is correct by …

  6. Question #a824e - Socratic

    When differentiating a function which in and of itself is the product of two functions, it sometimes behooves us to use the product rule.

  7. Question #f3eb0 - Socratic

    c = 2/3 For f(x) to be continuous at x = 2, the following must be true: lim_(x->2)f(x) exists. f(2) exists (this is not a problem here since f(x) is clearly defined at x = 2 Let's investigate the first …

  8. Question #df048 - Socratic

    Start with a drawing of the two graphs, just to get an idea of what we are looking at. I made this image using Geogebra and we have both graphs and a rectangle inscribed inside. Now we …

  9. Question #3a2d9 - Socratic

    dy/dx = (2x)/5 * 5((x^2+4)/5)^4 = 2x((x^2+4)/5)^4 We can most easily do this via the Chain Rule. The Chain Rule states that, given a function composition f(g(x)), (df ...

  10. Domain of a function? - Socratic

    The domain for this function is (0, oo). If an interval I is contained in the domain of this function, it must be a subset of (0, oo) (that is, I sube (0, oo)). The most common things to look at when …