Video solusi : Tentukan limit berikut ini. lim x->0 (sin x^2 - sin^2 x)/(x^4)

Pertanyaan lainnya untuk Limit Fungsi Trigonometri di Titik Tertentu

Nilai p yang memenuhi lim x->0 (p - tan x)/(sin x - cos x...

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limx->(-a) (-x sin((x+a)^(1/3)))/(x+a+(x+a)^(1/3)) = ....

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limit x->0 (x^2+sin^2 3x)/2tan(2x^2) = ....

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limit x->0 (3sin^2 x-x^2 cos^2 x)/(xtanx)= ...

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Nilai dari limit theta->pi/2 (sec^2 theta)/(sec^2 5theta) =

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limit x->-y (tan x+tan y)/(((x^2-y^2)/-2y^2)(1-tan xtan y...

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limit x->y (sin x-sin y)/(x-y)=...

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limit x->pi/4 ((x-pi/4)tan(3x-3pi/4))/(2(1-sin 2x)= ....

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Untuk a=/=0, limit x->a ((x-a)^(1/3)-((x-a)^2)^(1/3))/(xt...

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limit x->a (sin x-sin a)/(akar(x)-akar(a))= ....

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