Solve:15(2−y)−5(y+6)1−3y=10
15(2−y)−5(y+6)1−3y=10
⇒30−15y−5y−301−3y=10
⇒−20y1−3y=10
⇒(−20y)=10(1−3y) (by cross multiplication)
⇒−20y=10−30y
⇒−20y+30y=10
⇒10y=10
⇒y=1010=1
∴y=1