福建省福州名校联盟2026届高三上学期期末适应性练习英语试卷（含答案）

福建省福州名校联盟2025-2026学年第一学期高三期末适应性练习 英语试题 一、阅读理解（共15小题；每小题2.5分，满分37.5分） 阅读下列短文，从每题所给的A、B、C和D四个选项中，选出最佳答案。 A Selecting a math elective that fits your strengths and goals ensures a fulfilling learning journey. Below is a concise overview of three core options with key details. Analytic Geometry This course combines geometric sense with algebraic tools, focusing on shapes (lines, curves, surfaces) and their representations in coordinate systems. Key topics include vector calculations, curved shapes, and 3D geometry. It demands strong ability to picture 3D shapes and algebra calculation skills — essential for turning geometric problems into equations. If you’re drawn to applying math to real-world fields like physics, engineering, or computer graphics, this elective fits well with your practical learning needs. Advanced Algebra Focused on abstract ideas, this course explores matrices, linear changes, group ideas, and vector spaces. Of course, none of these can do without algebra manipulation (处理，计算) skills. It emphasizes logical thinking, abstract thinking, and finding common math rules, with a focus on strict theory and proofs. It’s an ideal fit for students aiming for majors in computer science, statistics, economics, or pure mathematics — preparing for advanced studies in data analysis and modeling. Mathematical Analysis As the key part of pure mathematics, this course delves into careful studies of limits, continuity, differentiation, and integration. It focuses on strict logical arguments, exact math words, and deep understanding of ideas over just calculations. If you love pure math, enjoy making complex reasoning, and want to pursue graduate studies or careers in school research, theoretical physics, or advanced engineering, this elective will test and satisfy you. 1. Which student is most suitable for Mathematical Analysis A. Tom, who enjoys thinking about abstract ideas, likes making math proofs and calculations. B. Lily, who likes using math for real engineering work and is good at imagining 3D shapes. C. Emma, who wants to work with data analysis and thinks math tools for real data work are useful. D. Jack, who finds math theories hard and looks for a course that focuses on math calculations. 2. What do Analytic Geometry and Advanced Algebra have in common A. Both prioritize practical applications over theoretical foundations. B. Both center on the careful study of calculus and its basic theories. C. Both are designed primarily for students interested in academic research. D. Both require strong algebraic calculation skill as a core competency. 3. What is the main purpose of this text A. To explain the specific assessment criteria for each math elective. B. To compare the difficulty levels of three math electives. C. To help students select a math elective that matches their strengths and goals. D. To introduce the historical development of three key math di ... ...