Video solusi : Diketahui f(x)=lim _(x -> 0) (cos 4 x-1)/(cos 5 x-cos 3 x) tentukan lim _(x -> 0) (1)/(f(x))

Pertanyaan lainnya untuk Limit Fungsi Trigonometri di Titik Tertentu

Hitunglah lim _(x -> 0) (x tg 2 x)/(sin 3 x tg 4 x)

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Hitunglah lim _(x -> 1)(x^(3)-2 x^(2)+x) cotan^(2) 2(x-1)

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Tentukan nilai lim _(x -> 0) (tan 7 x+tan 3 x)/(4 x) !

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Nilai dari lim _(x -> 0) (3-akar(5 x^(2)+9))/(4 tan ^(2...

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Nilai lim _(x -> 0) (sin 7 x-sin 3 x)/(sin 2 x) adalah...

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Limit x->0 (sin px)/(px)

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Hitunglah lim _(x -> 0)((1-cos 2 x)/(1-cos 4 x))

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Nilai limit x->0 akar((x sin x)/(tan ^2 x-cos 2 x+1))=..

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Nilai lim _(x -> (x)/(4)) (sin 4 x)/(x)=...

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Hitung limit berikut lim _(x -> 0) (x^(3)-2 x^(2))/(3 x...

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