Ch 5. Definite Integration - 3

Properties of definite integration

∫f(x)dx (a to b) = ∫f(t) dt (a to b)

∫f(x) dx (a to b) = -∫f(x) dx (b to a)

∫f(x) dx ( 0 to a) = ∫f(a-x)dx (0 to a)

∫f(x)dx (a to b) = ∫f(a+b-x) dx (a to b)