1)原式=(4y^2-8yz+4z^2)-(4y^2-z^2)=-8yz+5z^2
2)原式=(x^2y(xy-1)-x^2y(1+xy))/(4x^2y)=(x^2y(xy-1-1-xy))-(4x^2y)=-2/4=-1/2
1)x^2+12x+35-x^2-4x+5=42
8x+40=42
x=2/8
x=1/4
2)2x^2-5x-2x^2+3x-1+7>0
-2x+6>0
xx^2-25-2
12x>-30
x>-2/5
所以 -2/5
1)原式=(4y^2-8yz+4z^2)-(4y^2-z^2)=-8yz+5z^2
2)原式=(x^2y(xy-1)-x^2y(1+xy))/(4x^2y)=(x^2y(xy-1-1-xy))-(4x^2y)=-2/4=-1/2
1)x^2+12x+35-x^2-4x+5=42
8x+40=42
x=2/8
x=1/4
2)2x^2-5x-2x^2+3x-1+7>0
-2x+6>0
xx^2-25-2
12x>-30
x>-2/5
所以 -2/5