a) `x+1+x+3+...+x+35=360`
`=> (x+x+...+x)+(1+3+...+35)=360`
`=> 18x+324=360`
`=> 18x=36`
`=>x=2`
b) `x^2+2+x^2+4+...+x^2+28=336`
`=> (x^2+x^2+...+x^2)+(2+4+...+28)=336`
`=> 14x^2+210=336`
`=>14x^2=126`
`=> x^2=9`
`=> x=3`
a: =>18x+324=360
=>18x=36
hay x=2
b: =>14x2+210=336
=>14x2=126
=>x2=9
=>x=3