Last updated on Sep 21, 2026

Sequences and Recurrence Relations (VCE SSCE General Mathematics): Quizzes

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Sequences and Recurrence Relations

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What is each individual number in a sequence called?

A term

What does the ellipsis (...) indicate in a sequence?

The pattern continues

What two things are needed to create a sequence recursively?

Starting value and rule

Start with $6$ , rule: add $4$ . What are the first three terms?

$6, 10, 14$

Start with $5$ , rule: double then subtract $3$ . What is the second term?

$7$

In recurrence relations, what does $V_0$ represent?

Starting value (0 iterations)

What does $V_0 = 10, V_{n+1} = V_n + 5$ mean in words?

Start 10, add 5 each time

Given $V_0 = 29, V_{n+1} = V_n - 4$ , what is $V_2$ ?

$21$

In sequence $3, 9, 15, 21, 27, 33, ...$ , what is $V_4$ ?

$27$

Given $V_0 = 3, V_{n+1} = V_n + 6$ , what is $V_1$ ?

$9$

Explore VCE SSCE General Mathematics Revision Notes by Topics

Sequences and Recurrence Relations

Modelling Linear Growth and Decay

Using an Explicit Rule for Linear Growth or Decay

Modelling Geometric Growth and Decay

Using an Explicit Rule for Geometric Growth or Decay

Interest Rates Over Different Time Periods and Effective Interest Rates

Explore VCE SSCE General Mathematics Model Answers by Topics

Sequences and Recurrence Relations

Modelling Linear Growth and Decay

Using an Explicit Rule for Linear Growth or Decay

Modelling Geometric Growth and Decay

Using an Explicit Rule for Geometric Growth or Decay

Interest Rates Over Different Time Periods and Effective Interest Rates

Explore VCE SSCE General Mathematics Flashcards by Topics

Sequences and Recurrence Relations

Modelling Linear Growth and Decay

Using an Explicit Rule for Linear Growth or Decay

Modelling Geometric Growth and Decay

Using an Explicit Rule for Geometric Growth or Decay

Interest Rates Over Different Time Periods and Effective Interest Rates

Explore VCE SSCE General Mathematics Exam Questions by Topics

Sequences and Recurrence Relations

Modelling Linear Growth and Decay

Using an Explicit Rule for Linear Growth or Decay

Modelling Geometric Growth and Decay

Using an Explicit Rule for Geometric Growth or Decay

Interest Rates Over Different Time Periods and Effective Interest Rates

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