Let f: M Y be a Lipschitz map. Let a, e Y, r >...

 

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Let f: M → Y be a Lipschitz map. Let a, e € Y, r₁ > 0, T2 > 0. Let A = B(a, r₁), B = {x EY: d(e, x) ≤r₂}. Let K = f-¹(AUB). Give f¹(K), assuming that M = R and J(K) = {Q.N.Z. 10 , N, Z, {0, 2} , [2, 3] U (4, 5), B(2,5), U[-n, n] U-n,n}}. n=1 Let f: M → Y be a Lipschitz map. Let a, e € Y, r₁ > 0, T2 > 0. Let A = B(a, r₁), B = {x EY: d(e, x) ≤r₂}. Let K = f-¹(AUB). Give f¹(K), assuming that M = R and J(K) = {Q.N.Z. 10 , N, Z, {0, 2} , [2, 3] U (4, 5), B(2,5), U[-n, n] U-n,n}}. n=1

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To find fK we need to consider the preimage of the set A U B under the map f Given that K f1A U B we ... View the full answer