Math miscellaneousEasy
Question
If x
= y (log y - log x + 1), then the solution of the equation is
= y (log y - log x + 1), then the solution of the equation isOptions
A.log
= cx
= cxB.x log
= cy
= cyC.log
= cx
= cxD.log
= cy
= cySolution
= y(log y - log x + 1)
Put y = vx
⇒ v +
= (log v + 1)
= v log v⇒

put log v = z
dv = dz⇒


ln z = ln x + ln c
z = cx
log v = cx
log
= cxCreate a free account to view solution
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