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ITK-121 KALKULUS I

ITK-121 KALKULUS I. 3 SKS. Dicky Dermawan www.dickydermawan.890m.com. DEFINISI FORMAL TENTANG LIMIT. berarti bila x → τ f ( x ) → L secara formal: Untuk membuktikan dimulai dengan pemberian ε >0, kemudian dicari δ >0 sehingga pernyataan Contoh: Buktikan.

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ITK-121 KALKULUS I

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  1. ITK-121KALKULUS I 3 SKS DickyDermawan www.dickydermawan.890m.com

  2. DEFINISI FORMAL TENTANG LIMIT

  3. berarti bila x →τf (x) → L secara formal: Untuk membuktikan dimulai dengan pemberian ε >0, kemudian dicari δ >0 sehingga pernyataan Contoh: Buktikan

  4. Limit TakHingga &Limit Di TakHingga Teorema1. n bilangan asli 2. n bilangan asli Contoh: Limit Di TakHingga

  5. Limit TakHingga Bila x→τ f (x) besar sekali → ∞ f (x) sangat negatif → - ∞ Teorema: n bilangan asli n bilangan genap + n bilanganganjil – n bilangangenap +

  6. Contoh 1. 2. 3.

  7. Perhitungan Limit Tak Tentu Contoh 1: contoh 3 : Contoh 2:contoh 4 :

  8. Soal-Soal 1. 2 3

  9. Soal-Soal 4 5 6

  10. Soal-Soal 7 8 9

  11. Soal-Soal 10 11 12

  12. Soal-Soal 13 14 15

  13. Soal-Soal 16 17 18

  14. Soal-Soal 19 20

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