Title module 4-integration of exponential function.pdf ✅

Engr. Odette R. Alegato [email protected]
After careful study of this lesson, students should be able to evaluate indefinite integrals of exponential functions using basic integration formulas and substitution rule:
d dx e u = e u du dx d dx a u = a u ln a du dx where a is a positive constant
Let u be a differentiable function of x. න e u du = e u + C න a u du = a u ln a + C, a > 0, a ≠ 1