Question

Find the value of logg to the power of
root3 root3 root3​

Answer 1

Answer:

log_{ \sqrt{3} }(3 \sqrt{3} ) - log_{5}(0.04)log

3

(3

3

)−log

5

(0.04)

log_{ \sqrt{3} }( { \sqrt{3} }^{3} ) - log_{5}( \frac{4}{100} )log

3

(

3

3

)−log

5

(

100

4

)

3 log_{ \sqrt{3} }( \sqrt{3} ) - log_{5}( \frac{1}{25} )3log

3

(

3

)−log

5

(

25

1

)

3 \times 1 - log_{5}( \frac{1}{ {5}^{2} } )3×1−log

5

(

5

2

1

)

3 - log_{5}( {5}^{ - 2} )3−log

5

(5

−2

)

3 - ( - 2 log_{5}(5))3−(−2log

5

(5))

3 + (2 \times 1)3+(2×1)

3 + 23+2

55

Answer 2

ANSWER :

log 23 is the answer