What is the product of the real roots of the equation ln(x)2(ln(x6)−7)+ln(e14x12)=0?\ln(x)^2\bigl(\ln(x^6)-7\bigr)+\ln\left(\frac{e^{14}}{x^{12}}\right)=0?ln(x)2(ln(x6)−7)+ln(x12e14)=0? Ae22e^{2\sqrt2}e22B111Ce6/7e^{6/7}e6/7De7/6e^{7/6}e7/6Ee−7/3e^{-7/3}e−7/3Fe72/6e^{7\sqrt2/6}e72/6