Question

logx^2/log8 - log2x/log 2 =-2​

Answer 1

Given,

log

2

(log

8

x)=log

8

(log

2

x)

or, log

2

(log

2

3

x)=log

2

3

(log

2

x)

or, log

2

3

1

(log

2

x)=

3

1

log

2

(log

2

x)

or, log

2

3

1

(log

2

x)=log

2

(log

2

x)

3

1

or,

3

1

log

2

x=(log

2

x)

3

1

or,

3

3

1

(log

2

x)

3

=(log

2

x)

or, (log

2

x)

2

=27

or, log

2

x=

27

=3

3

.