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In Exercise, expand the logarithmic expression.
ln x3(x + 1)

User Sujay U N
by
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1 Answer

5 votes

Answer:


3ln(x)+ln(x+1)

Explanation:

Expand


ln(x^3)(x+1)

Apply log properties to expand the natural log


ln(mn)=ln(m)+ln(n)

When the log terms are in multiplication then we break the terms and add it

use ln for each term

Apply the above property to break the terms


ln(x^3)(x+1)


ln(x^3)+ln(x+1)

Now move the exponent before ln


3ln(x)+ln(x+1)

User RDRR
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