Question
When a series
∑
r
=
1
n
a
r
consists only of positive terms it must either converge or diverge to +
∞
; it clearly cannot
Question 5Answer
a.
Gravitate
b.
Oscillate
c.
Reverse
d.
Accelerate
∑
r
=
1
n
a
r
consists only of positive terms it must either converge or diverge to +
∞
; it clearly cannot
Question 5Answer
a.
Gravitate
b.
Oscillate
c.
Reverse
d.
Accelerate
Answers
GPT-4o mini
The correct answer is:
**b. Oscillate**
A series of positive terms can only converge to a finite limit or diverge to \(+\infty\); it cannot oscillate.
**b. Oscillate**
A series of positive terms can only converge to a finite limit or diverge to \(+\infty\); it cannot oscillate.