\(=8^6\left(8^2+8+1\right)=8^6\cdot73⋮73\)
\(8^8+8^7+8^6=8^6.8^2+8^6.8+8^6=8^6\left(8^2+8+1\right)=8^6.73⋮73\)
`8^8+8^7+8^6 `
`= 8^2 . 8^6+ 8 . 8^6 + 1 . 8^6 `
`= (8^2 + 8 + 1). 8^6`
`= 73.8^6`
Vì `73` ⋮ `73`
nên `73.8^6` ⋮ `73`
\(8^8+8^7+8^6=8^6.8^2+8^6.8+8^6.1\)
\(=8^6\left(1+8+8^2\right)\)
\(=8^6\left(9+64\right)\)
\(=8^6.73\text{⋮}73\)