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solve for $\ x \quad 3^{2x}=105$

rewrite $x\ln3^2=x\ln{9}=\ln{105}$

hence $x=\dfrac{\ln{105}}{\ln{9}}$

can this be reduced more except for decimal

rewrite $x\ln3^2=x\ln{9}=\ln{105}$

hence $x=\dfrac{\ln{105}}{\ln{9}}$

can this be reduced more except for decimal

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