A silly question about chicken names to try out numbas

Questions on addition, subtraction, multiplication and powers of negative numbers.

A few questions showing how to use custom constants in different contexts.

GCSE Fraction Questions 

An exam to try out numbas, the questions shouldn't be taken seriously!

Questions about percentage and ratio, applied to finance.

Based on section 3.2 of the Maths-Aid workbook on numerical reasoning.

Practice questions for the toroidal solenoid.

Please attempt all questions.

Practice questions for the toroidal solenoid.

Questions about multiplying out brackets.

Questions about volumes of shapes, and some surface areas.

Questions for calculating perimeters and areas of shapes.

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Two sample t-test to see if there is a difference between scores on questions between two groups when the questions are asked in a different order.

Shows how to use the "random person" extension to pick random names for people in your questions.

One question on determining whether statements are propositions.

Four questions about truth tables for various logical expressions.

A graph is drawn. A student is to identify the derivative of this graph from four other graphs. There are four such questions.

Questions around quadratic equations over finite fields of the form $\mathbb F_p$, $p$ a prime number.

Some simple multiple choice questions on the field of complex numbers.

Differentiation questions (mostly partial differentiation) with customised feedback, with the intention of catching common errors.

Tutorial questions focusing upon the Coulomb field, electrostatic potentials and parallel plate capacitors

Practice on the differentiation questions of SFY0018 CBA1 (basic maths questions practised elsewhere)

This quiz poses questions on basic probability and statistics.

Differentiate between linear and quadratic sequences and arithmetic and geometric sequences through a series of multiple choice questions. Spot different patterns in sequences like the triangle sequence, square sequence and cubic sequence and then use this pattern to find the next three terms in each of the sequences.

Questions on graph theory

Questions on differentiation from first principles, and continuity and differentiability.

Self-assessment questions. Solve 50% of the available marks to pass this exercise.