Math 134 - Chapter 5 part 1

If a sequence has a unique limit, then it is ​​ ____.

• divergent

• absolutely convergent

• a series

• convergent

Answer explanation

Answer explanation

• none of these options

• convergence

• subsequence

• partial sum

• term

• divergence of both series

• convergence of both series

• convergence of the first series

• convergence of the second series

• divergence of the series

• convergence of the series

• c is not 0

• no assumption needed

A series converges absolutely if the series formed by the ____ of its terms converges

• modulus squared

• negative

• partial sum

• absolute value

Answer explanation

Answer explanation

• 0

• 1

• i

• none, since it is divergent.