Answer:
1320x^2y−4224x^2−3165xy+10128x+375y−1200
Step-by-step explanation:
(8x−1)(11x−25)(15y−48)
=((8x−1)(11x−25))(15y+−48)
=((8x−1)(11x−25))(15y)+((8x−1)(11x−25))(−48)
=1320x2y−3165xy+375y−4224x2+10128x−1200
=1320x^2y−4224x^2−3165xy+10128x+375y−1200
