Question

what is the value of \\(e^{\ln 7x}\\)?

1

7e

7x

7

Explanation:

Apply the inverse property of logarithms and exponents

$$ e^{\ln(u)} = u $$

Simplify the given expression

$$ e^{\ln(7x)} = 7x $$

Answer:

• 1
• 7e
• 7x (Correct answer)
• 7