`1) A=(1+2^2+2^4)+(2+2^3+2^5)+....+(2^7+2^9+2^11)`
`A=1(1+2^2+2^4)+2(1+2^2+2^4)+...+2^7(1+2^2+2^4)`
`A=1.21+2.21+....+2^7.21`
`A=21(1+2+...+2^7)` $\vdots$ `21`
3) TH1: n lẻ
$\text{n lẻ ⇒ n+3 là số chẵn}$
`=> (n+3)(n+6)` $\vdots$ `2`
TH2: n chẵn
$\text{n chẵn ≡ n+6 là số chẵn}$
`=> (n+3)(n+6)` $\vdots$ `6`
`=>đpcm`