Determine the area bounded by the ellipse satisfying: (101x + 10y)? + (20x + 2y)2 = 1. Hint: Compare the area inside this ellipse with the area of a circle of radius one, using a linear transformation and its determinant. Note that if u = 101x + 10y and v = 20x + 2y, the equation provided becomes the equation of a circle of radius one u? + v² transformation that transforms, this circle of radius one into the curve that was given? = 1. Can you find a linear
Determine the area bounded by the ellipse satisfying: (101x + 10y)? + (20x + 2y)2 = 1. Hint: Compare the area inside this ellipse with the area of a circle of radius one, using a linear transformation and its determinant. Note that if u = 101x + 10y and v = 20x + 2y, the equation provided becomes the equation of a circle of radius one u? + v² transformation that transforms, this circle of radius one into the curve that was given? = 1. Can you find a linear
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Please help. This problem involves areas and linear transformations. Thank you.
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