What we need to observe when we multiply limits?
Sendo n→+∞limxn=0, para que
. . .n→+∞lim[xn⋅yn]=0, basta que
. . . . .I) n→+∞limyn seja negativo
. . . . .II) n→+∞limyn seja positivo
. . . . .III) n→+∞limyn seja infinito
. . . . .IV) n→+∞limyn seja um numero real
a) Only the affirmative I is correct.
b) Only affirmative IV is correct.
c) Only affirmative II is correct.
d) Only affirmative III is correct.
Thank you.
Sendo n→+∞limxn=0, para que
. . .n→+∞lim[xn⋅yn]=0, basta que
. . . . .I) n→+∞limyn seja negativo
. . . . .II) n→+∞limyn seja positivo
. . . . .III) n→+∞limyn seja infinito
. . . . .IV) n→+∞limyn seja um numero real
a) Only the affirmative I is correct.
b) Only affirmative IV is correct.
c) Only affirmative II is correct.
d) Only affirmative III is correct.
Thank you.
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