Jawab:
limit trigonometri
dengan subsitusi
Penjelasan dengan langkah-langkah:
lim(x- > π/2) [ sin² ( x- π/4) }
sub x = π/2
limit = sin² ( π/2 - π/4 )
lmit = sin² (π/4)
limit = (sin (π/4))² = ( 1/2 √2)²
limit = 1/4 (2)
limit = 1/2
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Jawab:
limit trigonometri
dengan subsitusi
Penjelasan dengan langkah-langkah:
lim(x- > π/2) [ sin² ( x- π/4) }
sub x = π/2
limit = sin² ( π/2 - π/4 )
lmit = sin² (π/4)
limit = (sin (π/4))² = ( 1/2 √2)²
limit = 1/4 (2)
limit = 1/2