a: \(=\left(215+223\right)+\left(217+221\right)+219=418+418+219=219\cdot5=1095\)
b: \(S=2\left(10+12+14+16+18+20\right)\)
\(=2\cdot30\cdot3=6\cdot30=180\)
`= (215 + 223) + (217 + 221) + 219`
`= 219 xx 2 + 219 xx 2 + 219`
`= 219 xx 5`
`= 1095`
`b, = 2 xx (10 + 12 + ... +20)`
`= 2 xx (20+10) xx ((20-10) :2 + 1) : 2 = 180`.
a) Tổng là
\(\left(223+215\right).5:2=1095\)
b) Có: \(S=2.10+2.12+...+2.20\)
\(\Rightarrow S=2\left(10+12+14+...+20\right)\)
\(\Rightarrow S=2\left[\left(20+10\right).6:2\right]=180\)