Mathematics, 15.04.2020 21:02, peno211

The differential equation dy dx equals the quotient of the quantity y minus 2 and y plus 1

produces a slope field with horizontal tangents at y = 2

produces a slope field with vertical tangents at y = −1

produces a slope field with columns of parallel segments,

Answers: 3

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The differential equation dy dx equals the quotient of the quantity y minus 2 and y plus 1

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The differential equation dy dx equals the quotient of the quantity y minus 2 and y plus 1 produces a slope field with horizontal tangents at y = 2 produces a slope field with vertical tangents at y = −1 produces a slope field with columns of parallel segments,

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The differential equation dy dx equals the quotient of the quantity y minus 2 and y plus 1

produces a slope field with horizontal tangents at y = 2

produces a slope field with vertical tangents at y = −1

produces a slope field with columns of parallel segments,