If log3729 = xthan value ofx

1.	If log3729 = xthan value ofx
Answer» $\bf{\underline{Question:-}}$ if log $\sf _3 (729) = x$ then value of x $\bf{\underline{Given:-}}$ log $\sf _3 (729) = x$ X = ? $\bf{\underline{Solution:-}}$ Note, If x and y are positive real numbers and b does not EQUAL to 1, then $\sf log_b(x) = y$ is equivalent to $\sf b^y = x$ . Now, → $\sf log_3(729) = x$ → $\sf 3^x = 729$ → $\sf 3^x = 3^<klux>6</klux>$ { BASES are equal } Comparing the exponent → $\sf x = 6$ $\bf{\underline{Hence:-}}$ The Required Value Of X is 6

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