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Exercises containing problems about gradually paying off loans and calculating pension plans.
Try It!Exercises in the process of expanding powers of binomial expressions and finding specific coefficients.
Try It!An exercise on reading and drawing box-and-whisker diagrams which represent statistical data.
Try It!A self-marking exercise on finding the exact values of sine, cosine and tangent of special angles given in radians.
Try It!Find the probability of one event happening given that another event has already happened.
Try It!Fill in the empty cells of this table with information about lines, gradients and coordinates.
Try It!Practise the technique of differentiating polynomials with this self marking exercise.
Try It!Match the functions with their features. A drag and drop activity.
Try It!Arrange the dominoes in seven squares. The number of dots along each side of the square must be equal to the number in the middle.
Try It!Dr Tim Honeywill has come up with these challenges to test your understanding of indices and algebra.
Try It!An online exercise on function notation, inverse functions and composite functions.
Try It!Exercises on indefinite and definite integration of basic algebraic and trigonometric functions.
Try It!Self-marking exercises on evaluating logarithms and using them to solve equations.
Try It!Place the numbers in the correct sets in this concentric circles Venn diagram.
Try It!Just by looking at the scatter graphs can you decide which is the odd one out according to their summary statistics?
Try It!Develop the skills required to manipulate a set of equations involving a paramater.
Try It!Arrange a rota for the Scouts to travel in boats so that they are with different people each day.
Try It!Find how 'spread out' data is by estimating and calculating this measure of dispersion.
Try It!Solve these sets of three simultaneous, linear equations to find the values of the variables.
Try It!Practise using the trapezium rule to find an approximate value for the area under a curve.
Try It!Answer basic questions about Voronoi diagrams and define cells by finding the equations of the lines that bound them.
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