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  1. Question #d1389 - Socratic

    The ideal gas equation: pV = nRT p is pressure V is volume n is number of moles R is ideal gas constant T is the absolute temperature For an isothermal process, the right hand side of the …

  2. What is the equation of the line that goes through (5,- 3 ... - Socratic

    Dec 20, 2016 · Now, using the slope of #-6/7# and a set of points (you choose which set of points to use, the equation will be the same either way), plug the numbers into the point slope …

  3. How do you find slope and intercepts to graph #y-3=0#? - Socratic

    Slope m=0 and intercept at x=0, y=3 This equation can be written, rearranging it, as y=3; this represents an horizontal line (slope zero) passing through y=3 on the y axis.

  4. What is the equation of the line normal to f (x)=e^ (sqrtx/x) at x=4 ...

    y-sqrte=4sqrt (2/e) (x-4) The normal line is perpendicular to the tangent line. So, if we use the derivative of the function to find the slope of the tangent line, we can then find the slope of the …

  5. How do you find the slope of the line that passes through

    Explanation: When determining the slope (gradient) you read from left to right on the x-axis

  6. Question #90a6b + Example - Socratic

    In a line, the slope is just another way of expressing the change in y with relation to the change in x. That is often the first way students are introduced to it: "slope" = "rise"/"run" = ("change in …

  7. How do you find slope, point slope, slope intercept, standard form ...

    How do you find slope, point slope, slope intercept, standard form, domain and range of a line for Line E (9,-3) (10,3)?

  8. How do you find the slope and intercept of - 2? | Socratic

    Slope is -1, y intercept is 2. The equation of the graph is given in the form y=mx+b=-x+2 where m is the gradient or slope, and b is the intercept on the y axis. By simply comparing the two …

  9. Question #6be9b - Socratic

    We observe that the slope, #m = -1# A tangent line parallel to the line described by equation [2] will be parallel, if the slope of the tangent line is the same as that of equation [2], therefore, we …

  10. Question #e8b51 - Socratic

    May 29, 2018 · Since velocity is a rate of change, or the slope, and we have to find the slope of a point # (t, s (t))# we use a derivative. In this case the rate of change is # (ds)/dt# or the …