Please solve question no.9
I will mark it as branliest answer
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HEY BUDDY..!!
HERE'S THE ANSWER...!!!
______________________
#1. log x log ( xyz ) = 48
#2. log y log ( xyz ) = 12
#3. log z log ( xyz ) = 84
⏺️ Now dividing eq 1 and 2
=> log x log ( xyz ) / log y log ( xyz ) = 48 / 12
=> log x / log y = 4
=> log x = 4 log y
=> log x = log y^4
=> x = y^4
⏺️ Now divide eqn 3 by 2
=> log z log ( xyz ) / log y log ( xyz ) = 84 / 12
=> log z / log y = 7
=> log z = 7 log y
=> z = y^7
Now
=> z = y^4 . y^3
=> z = x . y^3
HOPE HELPED..
GOOD NIGHT..
:-)
HERE'S THE ANSWER...!!!
______________________
#1. log x log ( xyz ) = 48
#2. log y log ( xyz ) = 12
#3. log z log ( xyz ) = 84
⏺️ Now dividing eq 1 and 2
=> log x log ( xyz ) / log y log ( xyz ) = 48 / 12
=> log x / log y = 4
=> log x = 4 log y
=> log x = log y^4
=> x = y^4
⏺️ Now divide eqn 3 by 2
=> log z log ( xyz ) / log y log ( xyz ) = 84 / 12
=> log z / log y = 7
=> log z = 7 log y
=> z = y^7
Now
=> z = y^4 . y^3
=> z = x . y^3
HOPE HELPED..
GOOD NIGHT..
:-)
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