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Linear Logarithmic Equations & y = ax n

Linear Logarithmic Equations & y = ax n. Exponentia l form. Suppose that y = ax n. Then logy = log(ax n). So logy = loga + logx n (law1). Or logy = nlogx + loga (law3) . Now let Y = logy, X = logx, m = n, c = loga. This gives us Y = mX + c. Linear form.

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Linear Logarithmic Equations &amp; y = ax n

Linear Logarithmic Equations & y = ax n