Let c be a nonzero real number and an Which one of the following 13n2 – 3n + 7 statements is correct? 00 Note: In the following, "the series" refers to the series E an and "the sequence" refers to n=1 the sequence {an}. cn2 Türkçe: c sıfırdan farklı bir reel sayı olsun ve an = olsun. Aşağıdaki 13n2 – 3n + 7 ifadelerden hangisi doğrudur? Not: Aşağıda "seri" kelimesi ile y an serisinden ve "dizi" kelimesiyle de {an} dizisinden n=1 bahsedilmektedir. O The series diverges because the limit of the sequence does not exist. (Seri ıraksar çünkü

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Let c be a nonzero real number and an
Which one of the following
13n? - Зп + 7
statements is correct?
00
Note: In the following, "the series" refers to the series E an and "the sequence" refers to
n=1
the sequence {an}.
cn2
Türkçe: c sıfırdan farklı bir reel sayı olsun ve an =
olsun. Aşağıdaki
13п? — Зп + 7
ifadelerden hangisi doğrudur?
Not: Aşağıda "seri" kelimesi ile y
an serisinden ve "dizi" kelimesiyle de {a,} dizisinden
n=1
bahsedilmektedir.
O The series diverges because the limit of the sequence does not exist. (Seri ıraksar çünkü
dizinin limiti yoktur).
O The series converges if and only if c> 13. (Seri yalnız ve yalnızca c>13 olduğu zaman
yakınsar).
O The series diverges because the limit of the sequence is a nonzero real number. (Seri
iraksar çünkü dizinin limiti sıfırdan farklı bir reel sayıdır).
O The series converges if and only if 13>c. (Seri yalnız ve yalnızca 13>c olduğu zaman
yakınsar).
O The series converges because the limit of the sequence exists. (Seri yakınsar çünkü
dizinin limiti vardır).
O The series diverges by the Ratio Test. (Oran Testi serinin ıraksak oluğunu söyler).
Transcribed Image Text:Let c be a nonzero real number and an Which one of the following 13n? - Зп + 7 statements is correct? 00 Note: In the following, "the series" refers to the series E an and "the sequence" refers to n=1 the sequence {an}. cn2 Türkçe: c sıfırdan farklı bir reel sayı olsun ve an = olsun. Aşağıdaki 13п? — Зп + 7 ifadelerden hangisi doğrudur? Not: Aşağıda "seri" kelimesi ile y an serisinden ve "dizi" kelimesiyle de {a,} dizisinden n=1 bahsedilmektedir. O The series diverges because the limit of the sequence does not exist. (Seri ıraksar çünkü dizinin limiti yoktur). O The series converges if and only if c> 13. (Seri yalnız ve yalnızca c>13 olduğu zaman yakınsar). O The series diverges because the limit of the sequence is a nonzero real number. (Seri iraksar çünkü dizinin limiti sıfırdan farklı bir reel sayıdır). O The series converges if and only if 13>c. (Seri yalnız ve yalnızca 13>c olduğu zaman yakınsar). O The series converges because the limit of the sequence exists. (Seri yakınsar çünkü dizinin limiti vardır). O The series diverges by the Ratio Test. (Oran Testi serinin ıraksak oluğunu söyler).
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