Summary: Mathematics

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  • Economic functions

    This is a preview. There are 7 more flashcards available for chapter 21/12/2020
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  • What is the price function?

    p(x)
  • How do you find marginal costs?

    C'(x) 

    Derivative of the cost function 
  • What is the break even point? How do you calculate it?

    Point where costs are covered with revenue

    Calculated:
    P(x)=0       ->   Where profit equals zero
    or
    C(x)=R(x)   ->  Where costs equal revenue
  • What do the small and capital letters mean in the economic functions?

    The small letters in economics are always per unit 

    The capital letters are always in total
  • Derivatives

    This is a preview. There are 4 more flashcards available for chapter 22/12/2020
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  • What is the derivative of a fraction?


    (g'(x)*h(x)-h'(x)*g(x))/[(h(x))]^2 
  • What is the derivative of a product? u(x)*v(x)

    u'(x)*v(x)+u(x)*v'(x) or g'(x)*h(x)+h'(x)*g(x)
  • Curve discussion rational functions

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  • How do you determine the domain of a rational function?

    1. Denominator= 0 
    2. Solve for x

    Domain= R\{}
  • How do you determine the roots/zeros of a rational function?

    When fraction: 

    numerator=0 
    Denominator is different than 0
  • Curve discussion

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  • How do you know the curvature of the function from the second (and third) derivative?

    When f''(x) is positive >0 -> Then the function is convex (right-left)

    When f''(x) is negative <0 -> Then the function is concave (left-right)
  • Elementary mathematical rules + power rules

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  • What is the power rule to a^x+b^x

    a^x+b^x=(a+b)^x

    The same for both + and - 
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