Arithmetic Sequences

Practice Questions

GRE Quantitative Reasoning › Arithmetic Sequences

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1

Let Z represent a sequence of numbers wherein each term is defined as seven less than three times the preceding term. If , what is the first term in the sequence?

2

A sequence is defined by the following formula:

What is the 4th element of this sequence?

3

A sequence is defined by the following formula:

What is the 4th element of this sequence?

4

Let Z represent a sequence of numbers wherein each term is defined as seven less than three times the preceding term. If , what is the first term in the sequence?

5

Let Z represent a sequence of numbers wherein each term is defined as seven less than three times the preceding term. If , what is the first term in the sequence?

6

A sequence is defined by the following formula:

What is the 4th element of this sequence?

7

The first term in a sequence of integers is 2 and the second term is 10. All subsequent terms are the arithmetic mean of all of the preceding terms. What is the 39th term?

8

The first term in a sequence of integers is 2 and the second term is 10. All subsequent terms are the arithmetic mean of all of the preceding terms. What is the 39th term?

9

What is the sum of the 40th and the 70th elements of the series defined as:

10

The first term in a sequence of integers is 2 and the second term is 10. All subsequent terms are the arithmetic mean of all of the preceding terms. What is the 39th term?

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