How do you factor #x^2y-16y+32-2x^2#?
1 Answer
Putting the polynomial in descending order first helps:
#x^2y-16y+32-2x^2 = x^2y-2x^2-16y+32#
#=(x^2y-2x^2)-(16y-32)#
#=x^2(y-2)-16(y-2)#
#=(x-16)(y-2)#
Putting the polynomial in descending order first helps:
#x^2y-16y+32-2x^2 = x^2y-2x^2-16y+32#
#=(x^2y-2x^2)-(16y-32)#
#=x^2(y-2)-16(y-2)#
#=(x-16)(y-2)#