Question
Asked Sep 21, 2019
24. 2n(ar31) In(3 +1)-3n(x)
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24. 2n(ar31) In(3 +1)-3n(x)

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Step 1

To simplify using the properties of the logarithm the expression given below:

2ln(+-1)-3 m(구 +1)-31n(+)
(x +1)-31n(x)
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2ln(+-1)-3 m(구 +1)-31n(+) (x +1)-31n(x)

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Step 2

The properties of log function required to simplify the expression are given below:

In(x")= nln (x)
x
In
In (x)- In (y)
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In(x")= nln (x) x In In (x)- In (y)

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Step 3

Simplify the expression...

2 In(x2-1)-In(x +1)-31n (r)
In(a - j)-In| (x2 +1} | -In(x*)
In (x*)=nin (x)]
()nn(x)]
In ((x3
In(x
- In
In
+1
(x-1)
-In(x*)
In (x)-n(y
n
In
(x-1)
= In
+1
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2 In(x2-1)-In(x +1)-31n (r) In(a - j)-In| (x2 +1} | -In(x*) In (x*)=nin (x)] ()nn(x)] In ((x3 In(x - In In +1 (x-1) -In(x*) In (x)-n(y n In (x-1) = In +1

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Math

Algebra