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So, you should bear in mind
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that if you make a movement in the xy plane,
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which is Δx horizontally and Δy vertically,
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then the change in the function is this .
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Draw a box around that, because that's going to be...
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This is just the naive generalization to two dimensions
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of what you know in one dimension.
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We were saying, look, the function is changing
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because the independent variables x and y are changing,
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and the change in the function is one part, which I blame on the changing x,
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and a second part which I blame on the changing y
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and I add them.