Simplify: i) ln(2x) + ln(2/x) ii) ln(x^2 - 1)- ln(x-1) then solve: i) lnx = 5 ii) lnx + ln5 = ln10 Simplify: i) ln(2x) + ln(2/x) ii) ln(x^2 - 1)- ln(x-1) climate solve: i) lnx = 5 ii) lnx + ln5 = ln10
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You must simplify utilizing the logarithmic identities together that:   You should simplify making use of the logarithmic identities such that:   You must solve for x the equation such that: Hence, evaluating the systems to the given equation yields You must solve because that x the equation such that:  Hence,... Start your 48-hour totally free trial to unlock this answer and thousands more. Reap julianum.net ad-free and also cancel anytime.

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You must simplify using the logarithmic identities such that:   You should simplify utilizing the logarithmic identities such that:   You need to solve because that x the equation such that: Hence, examining the systems to the provided equation returns You have to solve because that x the equation together that:  Hence, analyzing the solution to the provided equation yields i) ln(2x) + ln(2/x)

We know that:

ln a + ln b = ln a*b

ii) ln(x^2 - 1)- ln(x-1)

We understand that:

ln a - ln b = ln (1/b)

i) lnx = 5

ii) lnx + ln5 = ln10

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