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A: To find the following limit.
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A: Answer: 640Explanation:
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A: Ans. ) Required producer Surplus is $133.34. Below is the explanation of the…
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A:
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A: ⟨−22,22⟩ 42 Explanation:Given the function,f(x,y)=xy2,(2,4) Let us solve for the gradient of…
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A: f(a)=0f(2a)=1/3f(3a)=1/2Explanation:Hope it helps youplease ask if you gets any doubtplease give…
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A: The objective of this question is to understand how to derive the scalar equation of a plane using…
Q: Direction: Please include your complete solution.
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Q: Use the equation OF 히 dy дх dx OF ду dy to find dx dy dx ။ F 5e sin(x) = x + xy 5e cos(x)-1-y…
A: dxdy=5eysin(x)−x1+y−5eycos(x) ORdxdy=x−5eysin(x)5eycos(x)−1−yExplanation:
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A: .
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A: As is included in the domain : Defined Function is continuous at x=2
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A:
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A: We need to find .
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A: Answer ::The final answer is 1211Explanation:sol) Hence,The final answer is1211
Q: Əz Əz and at Use the chain rule to find as || 8」8 z = tan (#). u = 7s + 9t, v = 9s - 7t
A: answers are given below.Explanation:
Q: A. Find the equations of the intersection line between the planes 3x + y z = 2 and x-y+2z = 3
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A: Consider the functionTo find and classify all critical points of the function.
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A:
Q: 1 3. Find the area under the curve y = x³ + 3 -x+4 from 0 to 2.
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A:
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A: Answer is given below :-Explanation:
Q: (c) [6 pts] In(x + 1) In(1 - x) = 2. I (d) [7 pts] 2.31-2x = 7.64+x
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A: Therefore, the required answer is x=16−3y2+89y−1627Explanation:Step 1: Step 2: Step 3: Step 4:
Q: 4 Assume that f'(3)= -5, g'(4) = 7.9(4)=3, and y = f(g(x)). What is y' at x=4? Atx=4,y= (Simplify…
A:
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A: For part (a), the surface integral evaluates to(−332π). For part (b), the surface integral…
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