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OpenStudy (anonymous):
i have solve the sum plse check it
and tell me what should be the next step
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OpenStudy (anonymous):
how much is log(x/y)=?
OpenStudy (anonymous):
from the logarithmic properties
OpenStudy (anonymous):
log(xy)=logx+logy
OpenStudy (anonymous):
your derivation is correct...just express your logs and continue
OpenStudy (anonymous):
what after this
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OpenStudy (anonymous):
its simple logx - logy ??? an identity of logarithms>?>
OpenStudy (anonymous):
i have already solved it
hw to solve next
OpenStudy (anonymous):
you have a property log(x^n) = nlogx understood? apply it in the cos, you'll get all 2's cancelled
2cos(logx)cos(logy) will be the final answer!
OpenStudy (anonymous):
thanks bro
@sriramkumar
OpenStudy (anonymous):
You're welcome Brother :D @msingh
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OpenStudy (anonymous):
- 2cos(logx)cos(logy)
is the answer
plse recheck it again
OpenStudy (anonymous):
plsee
OpenStudy (anonymous):
@sriramkumar
OpenStudy (anonymous):
what dude? ? @msingh
OpenStudy (anonymous):
no i dont think minus would occur??
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OpenStudy (anonymous):
cos (-logy)
-cos(logy)
OpenStudy (anonymous):
nopes.... cos(-x) = cosx itself. its an even function :D @msingh
OpenStudy (anonymous):
okay
OpenStudy (anonymous):
thanks once again
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