Recent content by merikukri

  1. M

    Algebraic Function for Domain [-6, 5) and Range (-∞, 5] | Graph Included

    Find an algebraic function with a domain of [-6, 5) and a range of (-infinity, 5] Graph Function Please Help..
  2. M

    Logarithmic Function with Vertical Asymtote at X=-6, Y Intercept=5

    so its going to be something like L(x) : ( | X+6 |, sqrt 6 ) :rolleyes:
  3. M

    Logarithmic Function with Vertical Asymtote at X=-6, Y Intercept=5

    thanks for help, can you explain it in more details..I didn't understand the above function. Regards
  4. M

    Logarithmic Function with Vertical Asymtote at X=-6, Y Intercept=5

    what will be the logarithmic function with a vertical asymtote at X = -6 that has the intercept Y = 5 I know the denominator will be x+6 to get vertical asymtote, but don't know how to get Log Function ??
  5. M

    How can I determine if two log functions are equivalent?

    Graph Y1 = log (X^26) & Y2 = 26 Log (X) Are they Equivalent ? I drew the graph using X values ( -5, -4, -3, ... , 4, 5 ) and I got graphs, but don't know how to account for any differences in two functions.. Can anyone in here help
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    Find Largest Area Enclosed by Rectangle w/ Given Parameters

    modified question 2 I am sorry I missed some parts... Original Question : A Drum in the shape of a right circular cylinder is required to have a volume of 5000 cubic centimeters. The top and bottom are made of material that costs 5 cents per square centimeter, the sides are made of material...
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    Find Largest Area Enclosed by Rectangle w/ Given Parameters

    thanks very much Thanks very much for your help. No I wasn't given any other information on cylinderical prob.. and how do I draw a graph for prob 3 & 4. The one with polynomials & Rational questions. thanks for your help
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    Find Largest Area Enclosed by Rectangle w/ Given Parameters

    Please Help Pre-Cal ! 1.A rectangle has one vertex on the line y=L-Fx,x>0 , another at the origin, one on the positive x-axis, and one on the positive y-axis. Find the largest area A that can be enclosed by the rectangle. Show all your work and include a sketch with labels of all important...
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