Recent content by Lute

  1. L

    Intersection of paraboloid and normal line

    Is there any you recommend I should try and do?
  2. L

    Intersection of paraboloid and normal line

    Homework Statement Where does the normal line to the paraboloid z=x^2+y^2 at the point (1,1,2) intersect the paraboloid a second time? Homework Equations The Attempt at a Solution I found the normal line to be 0=2x+2y-1, but I'm not sure what to do next.
  3. L

    Sequences of Functions in terms of x

    Possibly. Assuming that they meant positive integers greater or equal than 1, would you only consider is x>0? Since the resulting number would ether be positive or negative on x<0 depending on the exponent. Or is it one of those things, were I have to ask my teacher about.
  4. L

    Sequences of Functions in terms of x

    With that in mind. How you would consider the second case in terms of the restrictions on n? Since, there are many fractions that could give you a valid answer if x<0.
  5. L

    Sequences of Functions in terms of x

    It would depend on the denominator of n(it has to be odd)? Like if n is1/2, where x<0. The top part would be undefined. Is that correct?
  6. L

    Sequences of Functions in terms of x

    I get x^(n-1), is that right?
  7. L

    Sequences of Functions in terms of x

    Homework Statement Determine the values of x for which the function, for n>=1, is increasing, decreasing, bounded below or bounded above. The function is (x^n)/n Homework Equations The Attempt at a Solution I thought about taking the derivative of the function, and setting it to 0. To find...