Question: A plate A (familiar from last week's homework) occupies a region {(x,y) R: (x + 1) + y < 4,y> 0}. (i) (ii) Assuming

A plate A (familiar from last week's homework) occupies a region {(x,y) R: (x + 1) + y < 4,y> 0}. (i) (ii)

A plate A (familiar from last week's homework) occupies a region {(x,y) R: (x + 1) + y < 4,y> 0}. (i) (ii) Assuming we want to draw a unit normal vector/tangent to the point (-2, y) on the boundary of said plate, what does the value of y have to be? There are two separate possibilities. Find the a) Unit tangent vectors b) Outer unit normal vectors at both of these points.

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