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Let . The average value of the function over the interval is

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The exact value of the area of the region bounded by the line with equation , the curve with equation and the and axes is:

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The trapezium method approximation for the area between the graph of  and the horizontal axis over the interval  is:

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Given that, then is equal to

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A flat rectangular cardboard sheet with width and length has a square of length cut out from each corner, where . The edges are then folded up to form a rectangular box with an open top. The volume of the box has:

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Given the function . Find all its stationary points and state their nature.

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The graph of the function is shown below.

Graph of y = h(x): a cubic curve with an inflection point at (0, 0), a local minimum near x=2, and a x-int at x = 4

The graph of the gradient function could be given by:

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Let .

The gradient of the graph of is negative for

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Given that , the value of is 

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If , then is equal to

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