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Factorisation of algebraic expressions
 

Factorisation of algebraic expressions

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    Factorisation of algebraic expressions Factorisation of algebraic expressions Presentation Transcript

    • (FAKTORISASI BENTUK ALJABAR) Factorisation Of Algebraic Expressions
    • Remember : 
    • Consider the following distributive law (Perhatikan hukum distributif berikut)  Addition al form Multiplication form
    • Dari Hukum Distributif diatas : 
    • Dengan demikian : 
    • From Explanation above, we can conclude that : The additional form of the terms having a common factor can be factorised using the distributive law (Bentuk penjumlahan suku-suku yang memiliki faktor persekutuan, dapat difaktorkan dengan menggunakan HUKUM DISTRIBUTIF )
    • Exercises 
    • Solution 
    • Do the others, by your self….. Remember :  “Mathematic is opens doors to all kinds of options for students.“ (Cathy Seeley NTCM Past-President )  Matematika adalah dasar pengetahuan yang dapat membuka pintu untuk semua jenis pilihan pengetahuan bagi siswa."
    • 2. Factorised the following Expression 
    • Solution 
    • The result…… 
    • 3. Factorise The Following Expressions by grouping the terms first 
    • Is it clear ? Good…….….
    • Buku sumber  Pelajaran MATEMATIKA BILINGUAL  Untuk SMP/MTs  Penulis : - Cucun Cunayah - Ahmad Zaelani - Suwah Seembiring Copyright 2010 pada CV YRAMA WIDYA
    • Terima kasih…..Thank you ….., Buktikan bahwa………..