Achievement
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Understand the relationship between a function (equation) and the
* graph of the gradient function (derivative)
* area between the graph and the x axis (integral) |
Understand the symbols dy/dx, f’(x), f"(x) and
 dx |
Differentiate expressions that have integer exponents like 3x2 and 4/x2
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Find the gradient at a given point of a graph if given the equation of the graph
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Find the point on a graph that has a given gradient if given the equation of the graph
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Integrate expressions that have integer exponents like 3x2 and 4/x2
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Find the equation of a curve if I am given the gradient function
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Merit
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Find turning points
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Identify what type of turning point and when a function is increasing or decreasing
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Find the equation of a tangent to a curve
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Solve kinematics problems (velocity, acceleration)
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Interpret my solution into words related to the problem
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Excellence
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Optimisation problems
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Kinematics
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Rates of change
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Form equations for optimization and area problems, kinematics and rates of change
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