⋆ Pattern – 27
If I_n = ∫dx, then
⋆ Pattern – 26
then divide numerator & denominator by & assume
⋆ Pattern – 25
where, a, b , n, p, q, r ∈ R then use
⋆ Pattern – 24
⋆ Pattern – 23
⋆ Pattern – 22
1)
⋆ Pattern – 21
where, m+n=2
1) I =
⋆ Pattern – 19
I= where, d ( p ( x ) ) < d (…
⋆ Pattern – 18
I= where, d ( p ( x ) ) < d ( …
⋆ Pattern – 16
∫
}{q\left(x\right)}\&space;dx_1\)
where, d ( p ( x ) ) < d ( …
