Mathematical Proofs

16
Feb
Indefinite Integration

⋆ Pattern – 1

Definite integration never contains any arbitrary constant.

i.e.   If   = F(x) + c, then

=  F(b) – F(a)

Proof :

Now,  dx = F(b) – F(a)

= [ F(b) + c ] – [ F(a) + c ]

Share
Posted in: Indefinite Integration,
Tags: never, maths, contains, mathematics, arbitrary, proof, constant, definition, pattern, formula, defination, 1, statement, any, indefinite, proofs, Definite, mathematical, integration,