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  1. Question #5b2ef - Socratic

    It doesn't. Maybe check the problem to see if it's written differently? Otherwise, this equality is false. We can solve for x, however, and we get that x = sqrt15/4 for this equation. Take the inverse cosine of …

  2. Question #8ee41 - Socratic

    Starch has several properties that make it an excellent form of energy storage for plants. > Starch is insoluble. This has two consequences: (a) The starch granules do not move away from the storage …

  3. Question #e3f51 + Example - Socratic

    None wnd without exception. Scalar quantity is just a number and there in no direction attached to a scalar. As such there is no example of a scalar having direction associated with it. Of course scalar …

  4. Answers edited by Michael - Socratic

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

  5. What is the axis of symmetry of a parabola that has x ... - Socratic

    Explanation: The shape of a parabola is symmetric. Consequently the 'axis of symmetry' is in the middle. Hence its name. So if it is in the middle of the shape then it must be in the middle of the x-intercepts. …

  6. Question #b0b91 - Socratic

    Feb 12, 2016 · A "40% chance of rain" * doesn't * mean that it will rain for 40% of the time. It just means that similar conditions resulted in rainfall somewhere 40% of the time, and no rain the other 60% of …

  7. Why does a sum using the difference method need to factorise

    However this gives an incorrect answer, and the correct one is obtained only when the #1/2# is first factorised. Why is this the case? Calculus

  8. Answers created by Zack M. - Socratic

    How do supernovae work? Why does the H-R diagram look different for star clusters of different ages? What is the cross product of # [4,-3,2]# and # [3,1,-5] #? How do you solve #log (x + 8) = 1 + log (x - …

  9. Questions asked by Sidharth - Socratic

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

  10. Let p be a prime.Show that S= {m+nsqrt (-p) | m,n in ZZ} is ... - Socratic

    S is a subring but not an ideal. Given: S = { m + nsqrt (-p) | m, n in ZZ } S contains the additive identity: 0 + 0sqrt (-p) = 0color (white) ( ( (1/1), (1/1))) S is ...