Proszę o przekształcenie wzoru tak aby szło obliczyć Ld

[latex]frac{w_{0}}{w}=sqrt{frac{1}{w^{2}*(L_{z}+L_{d})*C}} /^{2} o podniesienie do kwadratu\\(frac{w_{0}}{w})^{2}=((frac{1}{w^{2}*(L_{z}+L_{d})*C})^{frac{1}{2}})^{2}\\frac{(w_{0})^{2}}{w^{2}}=frac{1}{w^{2}*(L_{z}+L_{d})*C} /*((w^{2}*(L_{z}+L_{d})*C)\\frac{(w_{0})^{2}}{w^{2}}*w^{2}*(L_{z}+L_{d})*C=1\\frac{(w_{0})^{2}}{1}*1*(L_{z}+L_{d})*C=1\\(w_{0})^{2}*(L_{z}+L_{d})*C=1\\(w_{0})^{2}*C*(L_{z}+L_{d})=1 /:((w_{0})^{2}*C)[/latex] [latex]L_{z}+L_{d}=frac{1}{(w_{0})^{2}*C} /-L_{z}\\underline{underline{L_{d}=frac{1}{(w_{0})^{2}*C}-L_{z}}}[/latex]