Interpreting gradients as a maximum rate of change video
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Interpreting gradients as a maximum rate of change
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Geometric Meaning of the Gradient Vector
Ex: Use the Gradient to Find the Maximum Rate of Increase of f(x,y)=(4y^5)/x from a Point
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AQA Core 1 7.01 Understanding the Gradient as Rate of Change
11.6-11.7 HW: Gradient - the direction of the maximum rate of change - two examples!
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