内容正文:
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17.解:(1)x2-1x3-1x'-1(2)x'-1(3)2+2+…+2+
=一3.,2r十1=一3..x=-2.当x=一2时,A=3×(一2)十3
1=(2-1)×(2°+2+…+2+1)-2
-3.
第4课时同底数幂的除法
14.解:6(5+a)2-6×5=6(25+10a十a2)-6×25=6×25+60a+
1.-432.(1)m2(2)2(3)a
(5)23.D4.C
6a一6×25=60d十6a2.答:它的体积增加了(60a+6ca2)cm.
5.解:(1)原式=一m,(2)原式=w',(3)原式■x,(4)原式■(r
15.解:(1)(a+b+c)2a'++2+2ab+2x+2ae(2》由(1)可得
y》.
a2++2-a+b+)1-(2ah+2k+2ac)-(a+b+c)-2(b
6667.28C9.110.a≠21.-32.4马
hc+ac)=11-2X38=45.
13.0.6.4
小专题(十三)完全平方公式的变形
14.解:(1)原式=a.(2)原式=5,
一教材P112习题T7的变式与应用
15解:10=20,10=号10÷10=20÷号=10=10.又
【例】解:(1)a十=(a+)-2ah=6-2×2=32.(2)(a一)2=
10÷10°=10*,.a-b=2..3÷3=34=3=0
(a+)-4a6=62-4×2=28.(3)u2-ah+=(a+6)-ab=32-2
=30.
16.16
第5课时单项式除以单项式
【变式】解:(1)x十y=6,.(r+y)=+2xy+y=36.y
3,∴.x十y-30..x+4ry+y一42.(2)由(1)知,+y-30.xy
1.D2.A3.B4.B5.D6.5ah
3.r十y=(x+y2)-2ry2=30-2×3=882.
7.解D原式=一子y.(2)原式=一3×10.(3)原式=6m÷
【针对训练】
1.B2.士93.34.-155.376.28或35
-8m)=-是
7.解:设x-2020=a.x-2023=b.则(x-2020)+(x-2023)F=
a+=31.(-2020)-(r-2023)=a-b=3,.(x-2020)(x
8,A9.A10.-23b
-2023)=a6=a+F)-(a-6》-31-3=1.
11.解:由题意,得A=一12ry÷(一3ry)=4xy,A=士2x.
12.解:(2.88×10)÷(1.8×10)=(2,88÷1,8)×(10°÷10)=1.6
第2课时添括号法则
×10一1600.答:这颗人造地球卫星的速度是这架喷气式飞机的
1.(1)h-c(2)-b+c(3)b+e(4)-h-e(5)b+e-d(6)b-r
速度的1600倍.
-c2.x-13.B
13.2022
4.解:(1)原式=a2+2ab+b一2a一2b+1.(2)原式=a一行一2r一
第6课时多项式除以单项式
2,(3)原式-4a2+12a+9h-1
5,解:不正确,将原式一b十添括号时出错,正确的解答过程如下:原
1.A2.B3B41)-Fy-号y(2)-2m+2m+15.3x-4
式=a-2ah+2+b-2x+c
6.
6.解:(1D原式=一8a+34.(2)原式=1一3uh.(3)原式=6x+10y
(4原式=(306-2-)=立-4
7.解:1)原式=a2-2ab十4-a十6什1.(2)原式-:+:+1
8.7或一79.2
7.解:原式=8a2+4a-2a.
小专题(十四)整式的化简与求值
8解:原式吾y-号y+1.当xm-2y=2时,原式=一23
1.解:0原式-9m,(2)原式=a-4a,(3)原式-2一6+2