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Sequences and Series quizzes

25 quizzes by 23 users

This GoConqr page gathers over 20 user-made sequences and series quizzes, covering number patterns, nth terms, and arithmetic and geometric sequences. School students, university students and professional candidates can practice questions at different levels, while teachers can find practice material. Pick a quiz that matches what you are studying.

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Quizzes

More Sequences and Series resources

About sequences and series quizzes

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What the sequences and series quizzes cover

The quizzes range from completing number patterns to finding terms and sums. Sequences includes a question about the eighth term of a doubling sequence. Geometric Sequence asks whether sequences are geometric and, if so, what their common ratio is. Chapter 1 HL Mathematics includes questions on arithmetic sequences and sums.

How to use the quizzes

For a starting point, the quiz on filling gaps in number sequences offers short pattern questions. The quiz on nth terms then asks for rules for several sequences. If you are ready to work with common differences and sums, Have fun with arithmetic and geometric sequences offers questions on both.

After a quiz, look over the questions you found difficult. If you want to study the topic in another way, the unit page also has notes, flashcards and mind maps. Then come back and try a question again.

Frequently asked questions

Which quiz is a good starting point?

The quiz on filling gaps in number sequences is a useful place to start with short pattern questions. If you are already finding rules for sequences, the quiz on nth terms gives you several sequences to work through. Both let you focus on a specific skill.

Are these quizzes free to use?

Yes. Every quiz listed here is free to open and take without an account. A free account also lets you save your quiz scores and make your own quizzes, mind maps, flashcards and notes. The listed quizzes were made by GoConqr users.

Who can use these quizzes?

The collection includes material at school and university levels. School students can practice number patterns and nth terms, while university students and professional candidates can look for questions that match their preparation. Teachers can also use the collection to find practice material for their students.

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