Let w = r = uv, s = u – 2v. Use appropriate forms of the p2+ s2" dw dw and du chain rule to find in terms of u and v. du

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A: Given : y = x3x-1

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A: The solution is given as

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A: As   u = -12,2         v = 1,6   So,  u→=-12 i+2 j        v→= i+6 j

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Q: tnx Find if u=5 y=

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Q: Given u = (-2, 4) and = (1, 6), find 3(uw).

A: The vectors are given by u→ = -2, 4w→ = 1, 6 To evaluate: The value of 3u→·w→

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Q: uppose ū = (1, −3,−1) and v = (1, -5, -5). Then:

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A: claim- find the value of x

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Q: What is WX? X WX = Submit U W 5

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Q: Find the Jacobian of the transformation. x = 4² + uv, y = 2uv² Need Help? Read It

A: