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Let S Be the Cube with Vertices

Question 127

Multiple Choice

Let S be the cube with vertices Let S be the cube with vertices . Approximate by using a Riemann sum as in Definition 1, taking the patches to be the squares that are the faces of the cube and the points to be the centers of the squares. A) B) C) D) E) none of these . Approximate Let S be the cube with vertices . Approximate by using a Riemann sum as in Definition 1, taking the patches to be the squares that are the faces of the cube and the points to be the centers of the squares. A) B) C) D) E) none of these by using a Riemann sum as in Definition 1, taking the patches Let S be the cube with vertices . Approximate by using a Riemann sum as in Definition 1, taking the patches to be the squares that are the faces of the cube and the points to be the centers of the squares. A) B) C) D) E) none of these to be the squares that are the faces of the cube and the points Let S be the cube with vertices . Approximate by using a Riemann sum as in Definition 1, taking the patches to be the squares that are the faces of the cube and the points to be the centers of the squares. A) B) C) D) E) none of these to be the centers of the squares.


A) Let S be the cube with vertices . Approximate by using a Riemann sum as in Definition 1, taking the patches to be the squares that are the faces of the cube and the points to be the centers of the squares. A) B) C) D) E) none of these
B) Let S be the cube with vertices . Approximate by using a Riemann sum as in Definition 1, taking the patches to be the squares that are the faces of the cube and the points to be the centers of the squares. A) B) C) D) E) none of these
C) Let S be the cube with vertices . Approximate by using a Riemann sum as in Definition 1, taking the patches to be the squares that are the faces of the cube and the points to be the centers of the squares. A) B) C) D) E) none of these
D) Let S be the cube with vertices . Approximate by using a Riemann sum as in Definition 1, taking the patches to be the squares that are the faces of the cube and the points to be the centers of the squares. A) B) C) D) E) none of these
E) none of these

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