Overview of Different Functions - Page 2

Questions
  • How to differentiate # ln 5x^4# help?
  • Differentiate and simplify please help??
  • Show that the functions #f(x,y)=ln x-ln y # and #g(x,y)=(x^2+2y^2)/(2xy)# are functionally dependent?
  • This statement is true or false?Please justify your answer. #f(x,y)=sin((x²y)/(x³+y³))/(ln(x+y/x))# is a homogeneous function of degree 2.
  • Find d y/dx using logarithmic differentiation. #y=(2+x)^9/x, x>0#?
  • How do I use logarithmic differentiation to determine the derivative for #f(x)=((x^5)((x-7)^5))/(x^2+2)^8#?
  • How to differentiate #y=x^tanx# with respect to x?
  • Find the slope at any value of x,if y=(x)^lnx?
  • Find dY/dX if y = x log xy ?
  • Find dy/dx using logarithmic differentiation.? y=(ln x)^ln x , X>1
  • Like FCF, a Functional Continued Sum (FCS) #F_(fcs)(x; a) = F(x+a (F(x + a (F(x + a(F...))))#. With binary x and y, #y = log_2(x; 1) = log_2(x + log_2(x+log_2(x+...)))#. How do you find the binary at x = (101)_2?
  • Equation of the tangent to curve using logs?
  • Like FCF, a Functional Continued Sum (FCS) #F_(fcs)(x; a) = F(x+a (F(x + a (F(x + a(F...))))#. With binary x and y, #y = log_2(x; 1) = log_2(x + log_2(x+log_2(x+...)))#. How do you find the binary at x = (101)_2?
  • What is the partial derivatives of this function?
  • How to differentiate y= (ln x)/(1+ln x) ?
  • What is the logarithmic differentiation to evaluate for f(x)=(x)^ln(3) ?
  • When do you use a **Logarithm** when taking a derivative?
  • What is the difference between the general formula for the derivative of the natural logarithm vs other logarithms?
  • What is the derivative of the function #f (x)=ln (ln ((x+4)/ln (x^2+4)# ?
  • What are the derivatives of logarithmic functions?