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According to the properties of logarithms, we can multiply the natural logarithm of the base number of the exponential term {eq}\left ( \dfrac{1}{2}\right ) {/eq} by the exponent: $$\ln\left ( \dfrac{1}{5}\right ) = \dfrac{36}{t_{1/2}} \ln \left ( \dfrac{1}{2} \ri...
And we multiply both sides bya Then we’ll see thata-squared When withabcompared Are the same. Removeb-squared. Okay? Both sides we will factorize. See? Now each side contains a minusb. We’ll divide through bya Minusband olé
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