Solving exponential growth model problems ex 1

The video tutorial explains how to determine the time required for $1000 to double at an 11% interest rate compounded monthly. It introduces compound interest formulas, sets up the problem by defining variables, and demonstrates solving for time using logarithms. The final calculation shows that it takes approximately 6.33 years for the money to double.

Explain the process of applying logarithms to solve for T in the compound interest formula.

What is the final result for T when calculating the time required for $1000 to double at an 11% interest rate compounded monthly?