Asked by stephanie santacruz on Jul 28, 2024

Verified

Simplify the expression $lne_{6x−5}$ .

A) $6x−5$

B) $(6x−5)ln(6x−5)$

C) $e_{6x−5}$

D) $(6x−5)e_{6x−5}$

E) $6x+5$

A) $6x−5$

B) $(6x−5)ln(6x−5)$

C) $e_{6x−5}$

D) $(6x−5)e_{6x−5}$

E) $6x+5$

Ln

The natural logarithm, which is the logarithm to the base \(e\), where \(e\) is an irrational and transcendental constant approximately equal to 2.71828.

Expression

A combination of symbols and numbers in mathematics that represents a quantity or relationship but does not include an equality sign.

- Apply the properties of logarithms and exponents to simplify expressions.

Verified Answer

ZK

Zybrea Knight

6 days ago

Final Answer :

A

Explanation :

Using the property that $lne_{a}=a$ for any real value of $a$ , we have:

$lne_{6x−5}=6x−5.$

Therefore, the answer is choice A.

$lne_{6x−5}=6x−5.$

Therefore, the answer is choice A.

## Learning Objectives

- Apply the properties of logarithms and exponents to simplify expressions.