Jawab:
Limit ALjabar
sifat
i) lim (x-> a) f(x)/g(x) = [ lim x ->a f(x) ] / [ lim x-> a g(x)]
ii) lim (x-> a)√{ f²(x)+g²(x)} = [ lim x -> a √ {f(x)}² + {g(x)}²]
Penjelasan dengan langkah-langkah:
lim(x-> a) f(x) = -9
lim(x-> 1) g(x) = -12
lim(x->a) h(x) = 0
.
lim(x-> a) { g(x)}/ { 8. f(x) + h(x) }
= { -12 } / { 8. (9) + 0 }
= - 12 / 72
= - 1/6 (terbukti)
lim (x -> a) √{ f²(x) + g²(x)}
= √(9² + (-12)²)
= √(81 + 144)
= √225
= 15 (terbukti)
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Jawab:
Limit ALjabar
sifat
i) lim (x-> a) f(x)/g(x) = [ lim x ->a f(x) ] / [ lim x-> a g(x)]
ii) lim (x-> a)√{ f²(x)+g²(x)} = [ lim x -> a √ {f(x)}² + {g(x)}²]
Penjelasan dengan langkah-langkah:
lim(x-> a) f(x) = -9
lim(x-> 1) g(x) = -12
lim(x->a) h(x) = 0
.
lim(x-> a) { g(x)}/ { 8. f(x) + h(x) }
= { -12 } / { 8. (9) + 0 }
= - 12 / 72
= - 1/6 (terbukti)
lim (x -> a) √{ f²(x) + g²(x)}
= √(9² + (-12)²)
= √(81 + 144)
= √225
= 15 (terbukti)