Derivative of (52x/ln(x))-101

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Derivative of (52x/ln(x))-101: 


((52*x)/ln(x)-101)'

((52*x)/ln(x))'+(-101)'

((52*x)'*ln(x)-(52*x*(ln(x))'))/((ln(x))^2)+(-101)'

(((52)'*x+52*(x)')*ln(x)-(52*x*(ln(x))'))/((ln(x))^2)+(-101)'

((0*x+52*(x)')*ln(x)-(52*x*(ln(x))'))/((ln(x))^2)+(-101)'

((0*x+52*1)*ln(x)-(52*x*(ln(x))'))/((ln(x))^2)+(-101)'

(52*ln(x)-(52*x*(ln(x))'))/((ln(x))^2)+(-101)'

(52*ln(x)-(52*x*(1/x)))/((ln(x))^2)+(-101)'

(52*ln(x)-52)/((ln(x))^2)+0

(52*ln(x)-52)/((ln(x))^2)

The calculation above is a derivative of the function f (x)

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