Question

please solve it step by step​

Answer 1

Answer:

Left Hand Side = Right Hand Side

Step-by-step explanation:

Left Hand Side :

$\implies log \dfrac{a^2}{bc}+log\dfrac{b^2}{ac}+log\dfrac{c^2}{ab}$From the properties of logarithms : log a + log b + log c = log abc Thus,$\implies log\bigg\{ \dfrac{a^2}{bc}\times \dfrac{b^2}{ac}\times\dfrac{c^2}{ab}\bigg\} \\\\\\\implies log\bigg\{ \dfrac{a^2 \times b^2 \times c^2 }{ ab \times bc \times ac }\bigg\}\\\\\\\implies log\bigg\{ \dfrac{a^2 b^2 c^2}{a^2b^2c^2}\bigg\} \\\\\\\implies log 1$

From the properties of logarithms we know log 1 is equal to 0. Thus,

= > 0

Hence, 0 = 0

Left Hand Side = Right Hand Side