Show that T(u, v) = (u 2 v 2 , 2uv) maps the triangle D 0
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Show that T(u, v) = (u2 − v2, 2uv) maps the triangle D0 = {(u, v) : 0 ≤ v ≤ u ≤ 1} to the domain D bounded by x = 0, y = 0, and y2 = 4 − 4x. Use T to evaluate
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SS x + y dx dy
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We show that the boundary of Do is mapped to the boundary of D vu Do 1 2 D 244x 1 We have xuv and y ...View the full answer
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