Evaluate the following integral:
Let us assume .....equation 1
By property, we know that
.......equation 2
Adding equation 1 and equation 2
We know
……equation 3
Let cosx = y
Differentiating both sides
– sinxdx = dy
sinxdx = – dy
for x = 0
cos0 = y
1 = y
For x = π
cosπ = y
– 1 = y
Substituting equation 3 becomes
2I = 2π/5
I = π/5