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部分“域”使用范例
office剪贴板,最多24次 基本符号和单位
∠ ∥ ⊥ ⊙ ≠ ≈ ∞ ∵ ∴ ≌ ∽ °
× ÷ +-≤ ≥ > < = ≠ ± ? + ∶∶ ; ?
( ) ()
【 】 〖 〗 ˇ‖ ω γ θ ⊙ μ △ ◇ ◆ Ⅰ Ⅱ Ⅲ § № ☆ ★ ∈∧∨∑∏  ̄x ? ?xi ?xi ∮ 2
i=1i=1℃ cm kg m
字母和式子
nn
·
π α β ω θ a2 ab a+b a2-1 a2+2ab+b2
x  ̄x y ′ -2 1 2 a b c m d e S y2 m n k l r h
41α
│OA│=m-d,│AB│=m,│OB│=m+d.tan∠AOB= │a│ ()-2
332x1 x2 y1 y2 x2 l1
分数
1335512128101312346812151342440(-3) , , , 222223333334455555556677777411722413241571155145155π 828734473032050│x│4132099203411245778813215512415111 9999999991011121213131536362002001832-125120π·42k2π3ππ16×811201411
n 2 () 2168221022223602π61×3
()312+22+32+…+n2 分式 反比例函数
a+1ax+byx+2yba2a 2ba 2ca 2aba222x
2 , )2 2 2 2 22 (aba-bcccxa-ba-1x-1a-2a+12x+y
22
a2-2ax+1n+1x2x2n2x2x y y
- =1 2 2 -2 =1 ab369a-1n-1x-11-xx-2x+12n
2
a-b1P1a-1x1311a24
x→ 2 2 2 2P2232ax+x-2x-1x+1a-1a-4k-1x2-4x+411x1221y= (k为常数)(x≠0) - 2 2 x xx x x-1x+2x-42n(n-1)x+1x2-1yx12x1xS△ADO18x2x21n-1x-2 2 2 x x2x2a S△ABC N23xn(n+1)x+1x+142-an
x2+11-3xx2-1x2+1a2+b2x+1 x x+y x+k1
2
xxc2(x-1)(x+1)x-3x-xx-1 y y x+1t
6-13111111S114001141|k1|
+ 2 n + + 4 abaaxyS23x1x256x-4|x||k2|
80x×
2
10
a2-2ab+b2 2x+y-2z 1ab
=+ a+b+c a-b+c (2n-1)(2n+1)(2n-1)(2n+1)2a-2b3x-2y+zx2-y24a-1abcxxmnx+y
== 2 =+
x b+c c+a a+b x-x+1x-y(a+2)(a-1)a+2a-1xy
222
x2+2x+1x2+x2x-4n(n+1)12x1xya+b+c a+b+c
2 22
2kx-y22x2+11-xx2-1x-2x+1x+1222n+1n(n+1)n2-1a+bx-12x-ma2+b2122a+b-c2
[ab-()] 422222242
a2+2ab+b2x2+3xx2-1x+1x2-2xy+y2m3-n3a3a1
2 2 2 2 222 a+b(x-2)x+1x-1x-xya-bm+mn+na+1a+ax-1m+na+bab12x1x
2
2ba+babx+yx-1x+1x+1一次函数,二次函数,方程,二次三项式
b2-4acbkk1y=kx+b y=k (x-c) 易得直线l1的方程为y=(x-c) y=
ax3x4a2y=ax2+bx+c (a≠0) b2-4ac y=a(x-x1) (x-x2) y=-2(x-h)2+k y=(x-1)2+2. y=3 (x-1)2- y=x2-5x+6 y=(x-1) (x+1) ?2
1
2m2+m-1=0,3-2m-4m2=0 ax2+b x+c=0 (a≠0) y=-x2+2x+1
A
y=2x2+3 x+c y=2x+3 (a+b)2 a2+b2 a2-2ab+b2 a2-b2
Bnπr2nπr1m
S=6a, a>0. y=a (x-h)+k y=x+2 b-4ac y= 360180xn
2
2
2
-b±b2-4ac |a|1x36πma2x 1,2= |k| y= y= 2 a2axxxxa1x-14ac-b2x1+x2a2bb2360°MDADa
(- , ) x=- 2a4a2a2bxncos30°sinBb+c
y1=k1x+b1 y=-x-3 y=x q a2―2ab+b2 a2―b2 an=mb60π?12
(x+a)2=b y=n 2 x2+px+q=0 180 y=(x+1)2
方程(组)、不等式(组)
p
11-an-1 ?x+1≥2,?a>0?-k+b=0,?x=2?mx+ny=8,?k=0.002
??x+y=-6,? ? ? ?
?3(x-1)>x+5.?b>0?4k+b=-5.?y=1?nx-my=1.?b=-0.06
??? x+y=-6,?x=2
? ? ?xx-1? 3x-y=2.?y=3.? ≥3(x+1)>4x+2,?y=x+m,
?? ax+by=5,
? ?k bx+ay=1.y=.???x3?2
?80a+40(100-a)≥6000,?x-m<0, ? ? ?80a+40(100-a)≤6400.?4-2x<0.
?
??
1
x=,?
2 60x+100y=6000,
? 1? 40x+60y=3800.
y=.3
??? x+y+z=13,? x=23? x-y=20,?8k+b=0,? -2x+z=-4, ? y=12 ? (1+30%)x+(1+20%)y=226. ?b=4.
??2
? (-2)x+z=14.?? z=-2?
??? a=5? a+k=0,?0.3k1+b1=4.5,?k1=10?k=10? ? ? ? ? ?12
y=x-x-4.? b=-10? 4a+k=3.?0.5k1+b1=6.5.?b1=1.5?b=1.5?
?
2y=-x+4,
??a,0≤x≤30,
? ?b(x-90)+n,30≤x≤90.?
?
2
2
m=22
?-3m+n=0,p=6
? q=-3?-m+n=-4.n=2n=0?m+??m≥12
m-12≥1 ?n-2n ∵?
?32-2m≥1
?2=1?
2
?24??-m(m<0)?2a-1=9?y=-60x+110?4a+2b=3,?24--3t(2<t≤4)
t|m|=?0 (m=0) ? ? ? ?3a+2b+4=27y=-20x+4016a+4b=0.????24?m (m>0)
??t(t>4)
?x1=-2,?x2=3,?x+y=3,?x=a
?,? ? ? ?y1=4.?y2=-1.?3x-5y=4.?y=b
3t(0≤t≤2)
?
??
1
x+y=48,2
2
x+y=48.3
??x+y=5,?x+z=-3, ??y-2z=6.
??
???
1
a=(m2-n2)2
?y=ax+b,
b=mn ?
?y=cx+d.1
c=(m2+n2)2
根式 2 5 5
3
2
55
25 33
532
3
6
6
10 15
30
2130
2 2 93
224
1 2
2+3 4 13 15
46+103
1+32+1111
×AC2 22-12+32-3
422
5 532
4+3 a 3
8
3(x1-x2)21111x1+x2
+k1 (x1-x2)2 k1k1x1x22x1 x22x1 x2(x1+x2)2
b-4ac
25
214-2
220+5
5
3
1 2
3 12
3-1803
323+1
2
(-2)2 7 y=x-1 (x≥1)37 a b a2
3a 1n+ n
162+252 (2a-1)2
x-11+7
24
x
a±b ab
(3±2)2
5±26 15+ 7
1abx
x-12b
72π×331y2-8y+16 (a-)2+4
180a3
AD2+DE2 OC2-OE2 1
2x-1
x2+y2 82-62
32a2+b2 b2-a2 c2-a2
6-22
38 44+23
82+62
(-3)2
2a-3b+5
3-1
3
x-4+4-xm+16
2m-13
(x1-x2)2
90π×(82)2122-h
5xy 3-22
360122
92
(x1-x2)2+2x1·x2
(x1+x2)2-4x1·x2
51-()2
1333
-4±32b7
2a2+b221
a2+2-2
a
-x
-x2 ab 5×12
3
2-x 3x-2
(x-3)2
5-13m-4
-1 m+3 2
a+b
33-11
1+2 2
5-1
2
5-211
22+3 3+25+16b
227a
(3-π)2
(a-b)2
3(5-3)2
(a+b)3
-8 p(p-a)(p-b)(p-c)
几何
∠ ∥ ⊥ ⊙ ∠A,∠A=30°ABCDEFGH OPQRST MN A′B′C′D′E′F′ △ABC,△DEF, △A1B1C1,△A1B1C1和△A2B2C2,Rt△ABC □ □ABCD ABC ACD ⊙O
⌒⌒⌒⌒⌒⌒⌒⌒⌒⌒⌒
S四边形DFGE S= A'B' AB ADB BC=CD=BD AB=A'B' AC=BD ⌒⌒⌒⌒⌒⌒⌒ABC AC AC CD AB=BC=BD AB2+BD2=AC2 AB2+AC2 →→→AB BF FA
△AGNS△AGNS△ABCAB2BC·AC (1,1) (-1,1) (1,-1) (-1,-1)
ADAB△AHM S△AHMS△A'B'C'1
OD·|xB|△ADE的面积S△BOD2|xB|△ADE的周长== S△AOD1|xA|△ABC的周长△ABC的面积OD·|xA|
2线段比例
甲图中阴影部分面积BCADACABAEACEFAPADAE
= = = = EDCEAEPD乙图中阴影部分面积ABABCDBCDBEC110π×0.8ACACABDEA'B'B'C'C'A'DBAE1.24 == BCABACEFABBCCABC180sin∠ABEcos10°cosθ
92+92
1-AC2 2
1-sin A
⌒⌒AB2-AC2 AC=BD CC1C2 AmB
⌒⌒
选择题选择支
A.3 B. 5 C.6 D.9
A. ①②④ B. ②③④ C.①③④ D.①②③ 选择题 通常,选择支的格式,“A.”,而不用“(A)” 1
为何对不齐?差 空格.
4
查找与替换
2π22
x1 xmy
2π
a·a·…·a
n个
统计 2 2
12222 x甲 S甲  ̄x甲 sin 2A C 3 S乙 2
11
S2= ((x1- ̄x)2+(x2- ̄x)2+…+(xn- ̄x)2) nnmP(A)= na b
a b
x+1 x-2
1(5)2–(3)2(5+3)×(5–3)1+ 35+3 5+ 3
1
2 4
2×(5-3)2×(5–3)
(5+3)×(5-3) (5)2–(3)2log a b
logn Mlog105
logn Nlog102
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