PROVE THE FOLLOWING:
3log4 = 4log3
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Given,
LHS =y =
Take log both sides,
logy = log4.log3 [ as you know, loga^n = nloga , so, log3^{log4}=log4.log3]
logy = log3.log4 = log4^{log3}
Logy = log4^{log3}
Remove log from both sides,
y = 4^{log3} = RHS
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LHS =y =
Take log both sides,
logy = log4.log3 [ as you know, loga^n = nloga , so, log3^{log4}=log4.log3]
logy = log3.log4 = log4^{log3}
Logy = log4^{log3}
Remove log from both sides,
y = 4^{log3} = RHS
Hope its helpful please mark this answer as brainliest .....
there is a blue crown written mark as brainliest please click that please....
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