(X+2)+(X+4)+(X+6)+...+(X+100)=6000
=>(X+X+X+...+X)+(2+4+6+...+100)=6000
=>(X+X+X+...+X)+{(2+102)x[(100-2):2+1]:2}=6000
=>(X+X+X+...+X)+{102x[98:2+1]:2}=6000
=>(X+X+X+...+X)+{102x50:2}=6000
=>50X+5100:2=6000
=>50X+2550=6000
=>50X=6000-2550
=>50X=3450
=>X=3450:50
=>X=69
1+2+3+4+...+X=15
=>X=15:(1+2)
=>X=15:3
=>X=5