what is the value of e^ln7x? 1 7e 7x 7
what is the value of e^ln7x? 1 7e 7x 7
Answer
Explanation:
Step1: Recall exponential - logarithm property
The property of exponential and logarithm is (e^{\ln a}=a) for (a > 0). In the given expression (e^{\ln 7x}), here (a = 7x).
Step2: Apply the property
By the property (e^{\ln a}=a), when (a = 7x), we have (e^{\ln 7x}=7x).
Answer:
7x