Evaluate the Integral integral of 3^x with respect to x

Problem

(∫_^)(3*d(x))

Solution

1. Identify the form of the integral as an exponential function ax where a=3

2. Apply the formula for the integral of an exponential function, which states (∫_^)(ax*d(x))=(ax)/ln(a)+C

3. Substitute the value a=3 into the formula.

4. Add the constant of integration C

Final Answer

(∫_^)(3*d(x))=3/ln(3)+C

Want more problems? Check here!