Derivative of (7x)/(6x+4)

Derivative of (7x)/(6x+4). Simple step by step solution, to learn. Simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

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Derivative of (7x)/(6x+4):


((7*x)/(6*x+4))'

((7*x)'*(6*x+4)-(7*x*(6*x+4)'))/((6*x+4)^2)

(((7)'*x+7*(x)')*(6*x+4)-(7*x*(6*x+4)'))/((6*x+4)^2)

((0*x+7*(x)')*(6*x+4)-(7*x*(6*x+4)'))/((6*x+4)^2)

((0*x+7*1)*(6*x+4)-(7*x*(6*x+4)'))/((6*x+4)^2)

(7*(6*x+4)-(7*x*(6*x+4)'))/((6*x+4)^2)

(7*(6*x+4)-(7*x*((6*x)'+(4)')))/((6*x+4)^2)

(7*(6*x+4)-(7*x*(6*(x)'+(6)'*x+(4)')))/((6*x+4)^2)

(7*(6*x+4)-(7*x*(6*(x)'+0*x+(4)')))/((6*x+4)^2)

(7*(6*x+4)-(7*x*(0*x+6*1+(4)')))/((6*x+4)^2)

(7*(6*x+4)-(7*x*(0+6)))/((6*x+4)^2)

(7*(6*x+4)-(7*x*6))/((6*x+4)^2)

(7*(6*x+4)-(42*x))/((6*x+4)^2)

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