`(log sqrt(27) +log8 -log sqrt(1000))/ log 1.2 ` Find the value

(log sqrt(27)+log8-log sqrt(1000))/(log1.2) Find the value

Find the value of (log sqrt(27)+log8-log sqrt(1000))/(log(1.2))

Find the value of (log sqrt(27) + log sqrt(8) - log sqrt(125))/(log 6 - log 5)

Calculate : (i) (logsqrt(27)+log8-logsqrt(1000))/(log 1.2)

If l= log "" ( 5)/(7) , m = log ""( 7)/(9) and n = 2 ( log 3 - log sqrt5) , find the value of l+ m + n

If = log "" ( 5)/(7) , m = log ""( 7)/(9) and n = 2 ( log 3 - log sqrt5) , find the value of 7^(l+ m + n )

Find the value of (logsqrt27+log8+logsqrt1000)/(log120)

If A=log_(2)log_(2)log_(4)256+2log_(sqrt(2))2, hen find the value of A.

The value of ("log" 49 sqrt(7) + "log" 25sqrt(5) - "log" 4sqrt(2))/("log" 17.5) , is