- 4 5 Nowe Seve S Paraboloid Z X Y And The Plane Z 4 In The First Octant Rewrite The Integral In The Order Dy 1 (43.42 KiB) Viewed 10 times
4 ¹5.². • Nowe Seve S paraboloid z = x² + y² and the plane z=4 in the first octant. Rewrite the integral in the order dy
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4 ¹5.². • Nowe Seve S paraboloid z = x² + y² and the plane z=4 in the first octant. Rewrite the integral in the order dy
4 ¹5.². • Nowe Seve S paraboloid z = x² + y² and the plane z=4 in the first octant. Rewrite the integral in the order dy dx dz. The integral [²√5] (Be sure to enter the limits in the correct order; enter sqrt(x) for √; for example, enter sqrt(4-x^2) for √4-22; do not insert a space) a= b= C dz dy da represents the volume of the solid between the d= Sete dz dy da = " " fff dy dz dz x² + y²