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  1. Why is the epilogue of "Eclipse," by Stephanie Meyer ... - Socratic

    The key thing here though is that the material in the epilogue wasn't deemed to be part of the main story - it deals with the aftermath of the story. Ok - so from what I gather from the question, the book …

  2. Question #47aea - Socratic

    As a rule of thumb, the amount of heat lost or gained by a system is represented from that system's point of view. When heat is being given off, as is the case here, the system is losing heat to the …

  3. If the focus of a concave lens is a virtual point, how can a ... - Socratic

    Jan 9, 2017 · Thus, they seem to have originated at a point in virtual space, and the brain believes that the object is located at this point, rather than where it actually is. This is true of all images, and …

  4. Question #4d3e8 - Socratic

    I am guessing that the decimal is giving you a problem so lets look at this from a different view point.

  5. Slope of a Curve at a Point Questions and Videos - Socratic

    Questions How do I find the slope of a curve at a point? How do you find the slope of a curve at a point? Slope of a curve #y=x^2-3# at the point where #x=1#? How do you use the derivative to find the …

  6. How do we identify sources of pollution? - Socratic

    Point source of pollution are easily identifiable and therefore steps can be taken to control them. Non point sources of pollution cannot be easily identified as they occur in many different diffused forms …

  7. Question #c6afd - Socratic

    The boiling point of that solution is 84^@"C". The equation for boiling point elevation looks like this DeltaT_"b" = i * K_b * b, where DeltaT_"b" - the poiling point elevation; i - the van't Hoff factor; K_b - …

  8. A triangle has corners A, B, and C located at (4 ,2 ), (3 ,4 ), and (6 ...

    A triangle has corners A, B, and C located at # (4 ,2 )#, # (3 ,4 )#, and # (6 ,8 )#, respectively. What are the endpoints and length of the altitude going through corner C? GeometrySpecial Properties and …

  9. Question #315fe - Socratic

    In uniform circular motion the speed and angular momentum are remaining unchanged. In uniform circular motion a particle completes a revolution in a fixed time and at every point of its motion the …

  10. Question #3eb2c - Socratic

    c) =0.0083kgm^2 Recall that the moment of inertia of a point mass is given by the expression I = mr^2 In case of rod we need to consider it is to be made up of an infinite number of point masses. Each point …