A lamp and a bulb together cost 32 pounds. The lamp costs 30 pounds more than the bulb. How much does the bulb cost?
There are some rabbits and chickens in a field. Calculate how many of each given the number of heads and feet.
Use the weights of the trains to work out the weight of a locomotive and a coach. A real situation which produces simultaneous equations.
It is called Refreshing Revision because every time you refresh the page you get different revision questions.
Each traffic sign stands for a number. Some of the sums of rows and columns are shown. What numbers might the signs stand for?
How many children and how many donkeys are on the beach? You can work it out from the number of heads and the number of feet!
Real life problems adapted from an old Mathematics textbook which can be solved using algebra.
Find the five numbers which when added or multiplied together in pairs to produce the given sums or products.
A self-marking, multi-level set of exercises on solving pairs of simultaneous equations.
Find the cost of the individual items in shopping baskets (introduction to simultaneous equations).
Arrange the given pairs of simultaneous equations in groups to show whether they have no solution, one solution or infinite solutions.
Solve these sets of three simultaneous, linear equations to find the values of the variables.
Use the graphs provided and create your own to solve both simultaneous and quadratic equations.
Drag the 20 flowers into the gardens so that 9 flowers are visible from each window of the house.
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