Question

The value of log 1.3 bar base 3/4.please give correct answer.otherwise,i will report

Answer 1

Given   :  log 1.3 bar base 3/4.

$\log_\frac{3}{4}1.\overline{3}$

To Find : The Value

Solution:

let say    $N=1.\overline{3}$

=> $10N=13.\overline{3}$

=> 9N = 12

=> N = 12/9

=> N =  4/3

=> N = (3/4)⁻¹

$\log_\frac{3}{4}1.\overline{3} = \log_\frac{3}{4}( \frac{3}{4})^{-1}$  

log aⁿ  = n log a   also  logₐa= 1

$\log_\frac{3}{4}1.\overline{3} = (-1)\log_\frac{3}{4}( \frac{3}{4})$  

= - 1 * 1  = - 1

Hence value will be -1

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Answer 2

Step-by-step explanation:

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