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发表于 2012-10-17 19:22
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本帖最后由 沧海一粟 于 2012-10-23 21:17 编辑 & f; E% z3 N$ Y g
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感谢楼上捧场,继续Maths 11
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4 F% b6 l/ L p7 X6.解析几何:直线和圆Analytic geometry:lines and circles/ w9 d: P6 A' R) J6 S
线段的长度和中点Length and midpoint of a line segment' f: ~0 O* g* R6 \) A0 N! ~
线段的定比分点(内分)Internal division of a line segment
( X8 ~5 y7 {3 j6 C1 m, Y线段的斜率Slope of a line segment) N& o% S* ~1 o4 R/ o7 l
直线方程The equation of a line
" _ k. e5 J/ L3 _直线方程作图Graphing the equation of a line
: s0 I9 f' @) G3 H圆心在原点的圆的方程The equation of a circle with centre(0,0)! u7 _, B, D2 p
任意圆心的圆的方程The equation of a circle with centre(h,k)
# Q6 L* \6 ?3 u圆的切线Tangents to circle
! _7 `5 e7 j# H. }/ Z7 S用坐标系证明几何问题Coordinate proofs in geometry
. r5 \9 l o$ G5 ^" |圆的性质Properties of circles
% A D/ T6 g8 w0 w F2 n7.解析几何:方程系Systems of equations. t/ @3 p$ L) |3 t, r' k& }
线性方程组的图解法Solving systems of linear equations by graphing
7 i" }! ^" x1 f4 w3 |等价直线系equivalent linear systems
& X9 ~$ r" Y( J7 V代数法解直线系Solving Linear system Algebraically
1 c0 _3 W! @8 ^1 T6 @$ z用直线系解应用题Solving problems using linear systems7 k) R# m! q5 `$ E( C8 g; \
解三元一次方程组Solving system in three variables' Q: [% K% J/ p$ V2 w g+ @
图解法求解一次二次二元方程组Solving linear-quatratic systems by graphing V$ Z0 r. S9 p1 f# W
代数法求解一次二次二元方程组Solcing linear-quatratic systems by algebraically9 a, ]. E: f G7 ?& ^$ ^! m
切线方程Equations of tangents: V' {; e1 J, _6 m& Y
8.函数:线性和二次Function:linear and quatratic
. B2 ?4 O: Y& w J3 }关系Relations6 `9 [" I. M! I: z$ T
函数Functions
4 B# ^& w% P* [0 Q- [函数表达式Function notation
9 j9 ^8 \4 U& c0 z9 _8 J" c* q线性函数Linear functions
/ U* b0 h0 e9 ^* n二次函数Quatratic functions/ n0 N% A; i4 \* n* l, ?
比较图形Comparing the graphs of y=x^2和y=x^2+q
3 I4 E( K+ Q/ J' V2 Y+ F( p比较图形Comparing the graphs of y=x^2和y=(x-p)^2
5 R8 L/ e; e( v3 d! Z* ]比较图形Comparing the graphs of y=x^2和y=ax^2; S2 e+ S% T( j7 g1 B
画图Graphing y=a(x-p)^2+q8 r2 n/ ~* @ G2 ?
画图Graphing y=ax^2+bx+c: h U2 n, F- t9 t$ Y- Q
二次函数的最大值和最小值Maximum and minimum value of a quadratic function0 T: U, g( s0 ~) s, }' N% w, \, @
最大和最小值问题Maximum and minimum problems |
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