MEDIUM
Diploma
IMPORTANT
Earn 100

For the sequence of the consecutive multiples of greater than . identify whether the sequence is arithmetic, geometric or neither. If it is arithmetic or geometric, find an expression of . If it is arithmetic or geometric, find the indicated term. If it is arithmetic or geometric, find the indicated sum.

Important Questions on From Patterns to Generalizations: Sequences and Series
MEDIUM
Diploma
IMPORTANT
In an arithmetic sequence, . Find .

EASY
Diploma
IMPORTANT
Write down the first five terms for the recursive sequence .

MEDIUM
Diploma
IMPORTANT
For the geometric series . Find the number of terms in the series.

MEDIUM
Diploma
IMPORTANT
For a geometric progression, . Find the value of the common ratio and the first term.

MEDIUM
Diploma
IMPORTANT
Which of the following sequences has an infinite sum Justify your choice and find that sum.

MEDIUM
Diploma
IMPORTANT
How many terms are in the sequence ?

MEDIUM
Diploma
IMPORTANT
In a geometric sequence, the fourth term is times the first term. If the sum of the first terms is , find the term of the sequence.

EASY
Diploma
IMPORTANT
Three consecutive terms of a geometric sequence are . Find all the possible values of .
