`S=1/(5.10)+1/(10.15)+...+1/(95.100)`
`=1/5(5/(5.10)+5/(10.15)+...+5/(95.100)`
`=1/5(5/5-5/10+5/10-5/15+...+5/95-5/100`
`=1/5(5/5-5/100)`
`=1/5. 19/20`
`=19/100`
Vậy `S=19/100`
`A=2/(1.4)+2/(4.7)+...+2/(97.100)`
`=2/3(3/(1.4)+3/(4.7)+...+3/(97.100))`
`=2/3(3-3/4+3/4-3/7+...+3/97-3/100)`
`=2/3.(3-3/100)`
`=2/3. 297/100`
`=99/50`
vậy `A=99/50`