Jawab:
limit trigonometri bentu 0/0
i) lim(x->0) (ax )/ (tan bx) = a/b
Penjelasan dengan langkah-langkah:
lim (x->0) { 2 x² } / { tan² 4x }
= lim(x->0) { 2 (x) (x) } / ( tan 4x )(tan 4x)
= lim(x->0) { 2x / tan 4x } . { x / tan 4x }
= (2/4) (1/4)
= 2/16
= 1/8
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Jawab:
limit trigonometri bentu 0/0
i) lim(x->0) (ax )/ (tan bx) = a/b
Penjelasan dengan langkah-langkah:
lim (x->0) { 2 x² } / { tan² 4x }
= lim(x->0) { 2 (x) (x) } / ( tan 4x )(tan 4x)
= lim(x->0) { 2x / tan 4x } . { x / tan 4x }
= (2/4) (1/4)
= 2/16
= 1/8