Question: Let A = S x S and B = S x S. Let X be the space obtained by identifying (e2i0, 1) in A

Let A = St x S1 and B = Six S. Let X be the space obtained byidentifying (e210,1) in A to (e310, 518) in B. Compute 11(x,(1,

Let A = S x S and B = S x S. Let X be the space obtained by identifying (e2i0, 1) in A to (e3i, e5i) in B. Compute 7(X, (1, 1)). 3) Let S = A= B and let X = AV B be the wedge of the two circles. Now (X) = < a, b >. Describe the covering space corresponding to the subgroup

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Let A Sx S1 and B S x S Let X be the space obtained by identifying e2i0 1 in A to e3i0 ebie in B Compute X 1 1 The space X is homeomorphic to S1 x S1 ... View full answer

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