Please enable JavaScript in your browser to complete this form.Student's Name *Teacher's Name *ClassClass Performance *配合积极，主动思考 Cooperate actively and think actively听讲认真，学习状态好 Listen carefully and learn well作业完成及时、质量高 Complete assignments in time and with high quality遵守课堂纪律，按时出勤 Observe classroom discipline and attend class on time课堂发言较少 Fewer class speeches有时专注度不够，偶尔开小差 Sometimes lack of concentration, occasionally distracted作业提交有时不及时 Sometimes not submit homework in time代数（Algebra） Concept of quadratic function: y=x^2 basic parabola. 二次函数概念：y=x^2基本抛物线。熟练 Proficient良好 Consolidating待提升 DevelopingKey characteristics of a parabola: turning points, axis of symmetry, x and y intercepts. 抛物线关键特征：转折点、对称轴、x和y截距。熟练 Proficient良好 Consolidating待提升 DevelopingParabolic graph transformation: translation, reflection, expansion and contraction. 抛物线图变换：平移、反射、伸缩。熟练 Proficient良好 Consolidating待提升 DevelopingQuadratic equation form: y=a(x-h)^2+k, y=ax^2+bx+c. 二次方程形式：y=a(x-h)^2+k，y=ax^2+bx+c。熟练 Proficient良好 Consolidating待提升 DevelopingGraphing quadratic functions: use factorisation, completing the square and the quadratic formula. 二次函数绘图：利用因式分解、配方、公式法。熟练 Proficient良好 Consolidating待提升 DevelopingDiscriminant: Determine the number of x-intercepts. 判别式：判断x截距数量。熟练 Proficient良好 Consolidating待提升 DevelopingQuadratic Function Applications: Modeling Practical Problems. 二次函数应用：建模实际问题。熟练 Proficient良好 Consolidating待提升 DevelopingSimultaneous Equations: Solve for the intersection of a straight line and a parabola. 联立方程：解直线与抛物线交点。熟练 Proficient良好 Consolidating待提升 DevelopingIntersection point discrimination: The discriminant determines the number of intersection points. 交点判别：判别式判断交点数量。熟练 Proficient良好 Consolidating待提升 DevelopingExponential function: y=a^x plot, identify asymptotes. 指数函数：y=a^x绘图，识别渐近线。熟练 Proficient良好 Consolidating待提升 DevelopingExponential function transformation: master reflection and translation. 指数函数变换：掌握反射、平移。熟练 Proficient良好 Consolidating待提升 DevelopingHyperbola: y=a/x plot, identify asymptotes. 双曲线：y=a/x绘图，识别渐近线。熟练 Proficient良好 Consolidating待提升 DevelopingHyperbolic Transformation: Master Reflection, Translation. 双曲线变换：掌握反射、平移。熟练 Proficient良好 Consolidating待提升 DevelopingGeneral function translation: circular, exponential, hyperbola translation (h, k). 一般函数平移：圆形、指数、双曲线的平移(h,k)。熟练 Proficient良好 Consolidating待提升 DevelopingInequality regions: Draw linear, quadratic, and circular inequalities regions. 不等式区域：绘制线性、二次、圆形不等式区域。熟练 Proficient良好 Consolidating待提升 Developing测量（Measurement） Pythagoras Theorem: Calculate the side lengths of a right triangle. 勾股定理：计算直角三角形边长。熟练 Proficient良好 Consolidating待提升 DevelopingApplications of the Pythagoras Theorem: Applications to two- and three-dimensional geometry. 勾股定理应用：应用于二维和三维几何。熟练 Proficient良好 Consolidating待提升 DevelopingCoordinate system length: Calculate the length of the line segment between two points. 坐标系长度：计算两点间线段长度。熟练 Proficient良好 Consolidating待提升 Developing空间（Space） Geometry review: points, lines, angles, parallel lines, polygons. 几何回顾：点、线、角、平行线、多边形。熟练 Proficient良好 Consolidating待提升 DevelopingProperties of triangles: sum of angles, classification, exterior angle theorem. 三角形性质：角度和、分类、外角定理。熟练 Proficient良好 Consolidating待提升 DevelopingPolygon Angle: Calculate the internal and external angles of a polygon. 多边形角度：计算多边形内外角。熟练 Proficient良好 Consolidating待提升 DevelopingCongruent triangles: Understand congruence, SSS, SAS, AAS, RHS judgment. 全等三角形：理解全等，SSS, SAS, AAS, RHS判定。熟练 Proficient良好 Consolidating待提升 DevelopingCongruence proof: Logical proof of geometric relations. 全等证明：几何关系逻辑证明。熟练 Proficient良好 Consolidating待提升 DevelopingParallelogram: properties, determination, special types. 平行四边形：性质、判定、特殊类型。熟练 Proficient良好 Consolidating待提升 DevelopingSimilar figures: definition, corresponding angle and side proportions. 相似图形：定义，对应角、边比例。熟练 Proficient良好 Consolidating待提升 DevelopingScale factor: Calculate length, area, and volume ratios. 比例因子：计算长度、面积、体积比例。熟练 Proficient良好 Consolidating待提升 DevelopingSimilar triangles: SSS, SAS, AAA, RHS judgment. 相似三角形：SSS, SAS, AAA, RHS判定。熟练 Proficient良好 Consolidating待提升 DevelopingSimilarity proof: Use similarity to prove geometric relationships. 相似证明：利用相似证明几何关系。熟练 Proficient良好 Consolidating待提升 DevelopingThe String Theorem of Circles: The Four String Theorem and its Proof. 圆的弦定理：四条弦定理及其证明。熟练 Proficient良好 Consolidating待提升 DevelopingThe angle theorem of a circle: central angle, circumferential angle, semi-circle angle, inscribed quadrilateral. 圆的角定理：圆心角、圆周角、半圆角、内接四边形。熟练 Proficient良好 Consolidating待提升 DevelopingTangent line of a circle: The tangent line is perpendicular to the radius and the tangent segments are equal. 圆的切线：切线与半径垂直，切线段相等。熟练 Proficient良好 Consolidating待提升 DevelopingChord tangent angle theorem: Apply the chord tangent angle property. 弦切角定理：应用弦切角性质。熟练 Proficient良好 Consolidating待提升 DevelopingIntersecting line segments: chord, secant, and tangent length relationships. 相交线段：弦、割线、切线长度关系。熟练 Proficient良好 Consolidating待提升 DevelopingEquation of a circle: x^2+y^2=r^2 (the center of the circle is at the origin). 圆方程：x^2+y^2=r^2（圆心在原点）。熟练 Proficient良好 Consolidating待提升 DevelopingTranslation of circle equation: (x-h)^2+(y-k)^2=r^2 (center of circle (h,k)). 圆方程平移：(x-h)^2+(y-k)^2=r^2（圆心(h,k)）。熟练 Proficient良好 Consolidating待提升 DevelopingCompleting the square for circle equations: convert the general form into standard form. 圆方程配方：一般形式转换为标准形式。熟练 Proficient良好 Consolidating待提升 DevelopingCoordinate drawing: Draw geometric figures using a coordinate system. 坐标图：使用坐标系绘制几何图形。熟练 Proficient良好 Consolidating待提升 Developing数学技能发展（Mathematical Skills) Graph Interpretation: Drawing and analyzing graphs of functions. 图表解读：绘制与分析函数图像。熟练 Proficient良好 Consolidating待提升 DevelopingAlgebraic operations: factorisation, completing the square and the quadratic formula. 代数运算：因式分解、配方、公式法。熟练 Proficient良好 Consolidating待提升 DevelopingGeometric proof: use congruence, similarity, and circular properties. 几何证明：运用全等、相似、圆性质。熟练 Proficient良好 Consolidating待提升 DevelopingAbstract thinking: function transformation, application of discriminants. 抽象思维：函数变换，判别式运用。熟练 Proficient良好 Consolidating待提升 DevelopingProblem solving: mathematical modelling and solving. 问题解决：数学建模与求解。熟练 Proficient良好 Consolidating待提升 Developing应用与综合能力（Application & Reasoning) Context modelling: transform real-world problems into mathematical models. 情境建模：实际问题转化为数学模型。熟练 Proficient良好 Consolidating待提升 DevelopingComprehensive problems: solve multi-function and geometric relationship problems. 综合问题：解决多函数、几何关系问题。熟练 Proficient良好 Consolidating待提升 DevelopingGeometric design: applications in architecture and measurement. 几何设计：应用于建筑、测量。熟练 Proficient良好 Consolidating待提升 DevelopingAnalysis and prediction: function characteristic analysis and trend prediction. 分析预测：函数特征分析与趋势预测。熟练 Proficient良好 Consolidating待提升 DevelopingLogical expression: clearly present the problem-solving process and conclusion. 逻辑表达：清晰呈现解题过程与结论。熟练 Proficient良好 Consolidating待提升 Developing教师评语Teacher’s Comments *Submit
