Question

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Answer 1

ANSWER...

WHAT IS LOG?

$if \: a \: quantity \: let \: say \\ x \: which \: can \: be \: written \: as \\ \\ x = {y}^{a} \\ \\ than \: in \: maths \: we \: can \: write \: this \: \\ in \: another \: notation \: which \: is \\ known \: as \: log \\ \\ log_{10}x = a. log_{10}y$

ANSWER OF YOUR QUESTION...

$x = log_{13}189 \\ \\ we \: can \: write \: this \: notation \: as \\ \\ {13}^{x} = 189 \\ we \: know \: that \: {13}^{2} = 169 \\ so \: from \: this \: i \: am \: sure \: that \: \\ x > 2.....eq(1) \\ \\ y = log_{23}521 \\ \\ we \: can \: write \\ \\ {23}^{y} = 521 \\ \\ we \: again \: know \: that \: {23}^{2} = 529 \\ so \: from \: this \: i \: am \: sure \: that \\ y < 2....eq(2) \\ \\ from \: eq(1) \: and \: eq(2) \: we \: can \: say \: that \: \\ \\ x > y$

ANSWER BY....

PURPLE WORLD

#BTSARMY

Answer 2

Answer:

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We will chat there