Answer:
The solution of the expression is at x=1.86.
Explanation:
Given : Expression

To find : The solution of the given expression?
Solution :
As it is an exponential function we solve it using log.
Step 1 - Write the expression

Step 2 - Taking log both side,

Step 3 - Apply logarithmic property,


Step 4 - Solve




Therefore, The solution of the expression is at x=1.86.