
課程特點
每堂視像授課為70分鐘,每堂視像操練課為大約45分鐘。
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教授等差及等比數列,操練DSE等差及等比數列的技巧,拆解等差及等比數列的MCQ及結構式問題,協助同學全取DSE 等差及等比數列的分數。
Lesson 1-Lesson 4 第一堂-第四堂
Arithmetic and Geometric Sequences 等差及等比數列
(1) Arithmetic Sequences 等差數列
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Concept of Arithmetic Sequences 等差數列的概念
– General Term of Arithmetic Sequences 等差數列的通項
– Proof of Arithmetic Sequences 等差數列的證明
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Properties of Arithmetic Sequences 等差數列的性質
– Relations between Arithmetic Sequences 等差數列之間的關係
– Three consecutive terms of an Arithmetic Sequence 等差數列的三個連續項
– More Relations between terms of an Arithmetic Sequence 等差數列的項之間的關係
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Applications of Arithmetic Sequences 等差數列的應用
(2) Geometric Sequences 等比數列
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Concept of Geometric Sequences 等比數列的概念
– General Term of Geometric Sequences 等比數列的通項
– Proof of Geometric Sequences 等比數列的證明
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Properties of Geometric Sequences 等比數列的性質
– Relations between Geometric Sequences 等比數列之間的關係
– Three consecutive terms of a Geometric Sequences 等比數列的三個連續項
– More Relations between terms of an Geometric Sequence 等比數列的項之間的關係
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Applications of Geometric Sequences 等比數列的應用
(3) Structural problems 結構式問題
Lesson 5-Lesson 8 第五堂-第八堂
Summation of Arithmetic and Geometric Sequences
等差及等比數列的求和法
(1) Summation of Arithmetic Sequences 等差數列的求和法
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Summation Formula of Arithmetic Sequences 等差數列的求和公式
(2) Summation of Geometric Sequences 等比數列的求和法
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Sum of First n Terms of a Geometric Sequences 等比數列的首 n 項之和
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Sum to Infinity of a Geometric Sequences 等比數列的無限項之和
(3) Applications of Summation of Arithmetic and Geometric Sequences 等差及等比數列的求和法的應用
(4) Structural problems 結構式問題
(結構式問題為針對HKDSE常見及較難題型而設,協助同學提升解題技巧及能力,全取DSE 等差及等比數列的分數。)
學習流程


