Đáp án:
Giải thích các bước giải:
a) A(x)= 5x4 – 5 +6x3 +x4 – 5x -12
A(x)= (5x4 +x4) +6x3 – 5x – (5 +12)
A(x)= 6x4 + 6x3-5x -17
B(x)=8x4 +2x3 -2x4 +4x3 - 5x-15-2x2
B(x)= (8x4 -2x4) +(2x3 +4x3) -2x2 -5x-15
B(x)= 6x4+6x3-2x2-5x-15
b)
H(x)= 6x4 + 6x3-5x -17 + 6x4+6x3-2x2-5x-15
H(x)= (6x4 + 6x4) + (6x3+6x3) -2x2 -(5x+5x) -(17 + 15)
H(x)= 12x4+12x3-2x2-10x-32
G(x)=6x4 + 6x3-5x -17- 6x4-6x3+2x2+5x+15
G(x)= (6x4 - 6x4) +(6x3-6x3) +2x2 +(-5x +5x)
G(x)= 2x2
c) Cho G(x) =0
=> 2x2 = 0
=> x2=0
=> x = 0
Vay x =0 la nghiem cua da thuc G(x)
Chuc ban hoc tot !
Cho minh cau tra loi hay nhat nhe !