Can someone help me with these? Guided Projects The crux of the calculation it e

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Can someone help me with these?

Guided Projects The crux of the calculation it expressing a and b as functions of x and y. and evaluating a/x + b/y. First explain why a2 +b2 = |u|2 = L1 2 (x - a)2 + (y - b)2 = |v|2 = L2 2. Differentiate (1) and (2) with respect to x and y to produce four relationships involving the partial derivatives am a, b,. and b. Specifically show that aax + bbx = 0 and aay + bby = 0. Solve for a, and b, to show that ax = b(x - a) / bx - ay and by = a(y - b) / ay - bx Combine Steps 4 and 7 to conclude that (Vxf)n = 1. Use Step 3 and Stokes' Theorem to show that Area of R = L2 multiplied by the distance the wheel rolls. Planimeters have a counter that registers the number of times the wheel revolves as C is traversed. Explain how the number of revolutions is convened to the area of R.

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