Question

tell me the answer of this question logarithm one​

Answer 1

1

 

Use Multiplication Distributive Property: {(xy)}^{a}={x}^{a}{y}^{a}(xy)a=xaya.

{3}^{\log{3}}{x}^{\log{3}}={(5x)}^{\log{5}}3log3xlog3=(5x)log5

2

 

Use Multiplication Distributive Property: {(xy)}^{a}={x}^{a}{y}^{a}(xy)a=xaya.

{3}^{\log{3}}{x}^{\log{3}}={5}^{\log{5}}{x}^{\log{5}}3log3xlog3=5log5xlog5

3

 

Move all terms to one side.

{3}^{\log{3}}{x}^{\log{3}}-{5}^{\log{5}}{x}^{\log{5}}=03log3xlog3−5log5xlog5=0

4

 

No root was found algebraically. However, the following root(s) were found by numerical methods.

x=0x=0

Done



Answer 2

Refer this attachment