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

Q: Solve for w where u = (-1, 1, 0, 1) and v = (2, 3, -1, 0). w + 4v = -3u w3D Need Heln? Re

A: u=-1, 1, 0, 1 and 2, 3, -1, 0w+4v=-3uTo find w

Q: Differentiate. x3 7) y = X- 1

A: Given : y = x3x-1

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Q: 4. Calculate fx J₂ dx

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Q: find The domain of Ha function

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Q: Let C z-1=3 and1 = §, = dz. Then

A: The solution is given as

Q: Find u•v

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

Q: Find the dim U where -3 4 U = Span 1 -9

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Q: Express the following as a linear combination of u = (6, 1, 7), v = (1, -1, 4) and w = (1, 8, 7).…

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Q: дz дz \f z = f (x, y), find and for the following equation ?х ду z = (x2 + xy3)4

A: Let Using the chain rule, and

Q: tnx Find if u=5 y=

A: The expression of dydxfor the following function needs to be evaluated : y = ln(x)x5

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→

Q: xyzx + 2y³ (Zyy) = 1 Dependent variable/s: Independent variable/s: Type: Order: Degree: Linearity:

A: Given: Here, the dependent variable is z, independent variables are x and y. And the type is a…

Q: дz дz If z = f(x, y), find a and for the following equation əx ду z = x² + 3xy + y³

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Q: Determine whether u= (-1, 11) is a linear combination of x =(1,3) and y=(2,-1).

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Q: Try using the Chain Rule o check the result of 5zVI² – 1 dz

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

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Q: Vxdx 2. For J T-Vx use 4 O u = JA u = x O u = Ja

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Q: Given u = r² cose and v= = rsin²0, please write down the expression of ər 3 and 3 ди by (r, 0)

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Q: Find the value of x x - 2 x - 1

A: claim- find the value of x

Q: 1 3. If y=u³ + u²-1, where u = 1-x " dy dx determine Use Leibniz notation .

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Q: Suppose u = (-3,0,0) and v = (-3,-2,3). Then: u +0= u – T= | 3u= 7u – 30=

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Q: Find Duf at P. f(x, y) = 3(1 + xy) 2; P(5,3); u = 1 i+ NOTE: Enter the eract answer. Duf 62

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Q: Find u · v. u = (7, 12) v = (-4, 5) u v =

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

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Q: В 6 C 9 15 F. G 12 10 A H, E BCDA FGHE, find x and y X= y=

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

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