If C is the part of the circle + = 1 in the first quadrant, find the following line integral with respect to arc length. (7x – 3y)ds =

If C is the part of the circle<br>+<br>= 1 in the first quadrant, find the following line integral with respect to arc length.<br>(7x – 3y)ds =<br>

Extracted text: If C is the part of the circle + = 1 in the first quadrant, find the following line integral with respect to arc length. (7x – 3y)ds =
(a) Find the critical point of the function f(x, y) = – (25x + 5y² + In(]x + yl)). c = Use the Second Derivative Test to determine whether it is OA. a local minimum B. a local maximum C. test fails O D. a saddle point

(a)<br>Find the critical point of the function f(x, y) = – (25x + 5y² + In(]x + yl)).<br>c =<br>Use the Second Derivative Test to determine whether it is<br>OA. a local minimum<br>B. a local maximum<br>C. test fails<br>O D. a saddle point<br>

Extracted text: (a) Find the critical point of the function f(x, y) = – (25x + 5y² + In(]x + yl)). c = Use the Second Derivative Test to determine whether it is OA. a local minimum B. a local maximum C. test fails O D. a saddle point

Jun 05, 2022

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If C is the part of the circle + = 1 in the first quadrant, find the following line integral with respect to arc length. (7x – 3y)ds =

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