Anonymous User Asked a Question
December 1, 2020 2:38 pmpts 30 pts
68. If a sequence {fn} converges tofuniformly on la, b], and each function f. is integrable on [a, b], then f is on a, b]. (A) integrable (B) not integrable (C) unbounded (D) None of these 69. Find (A) co (B) 0 (C) 1 (D) None of these 70. Find: lim )3r - 1) x-1 +3x-2 (A) 0 (B) 0.5 (C) c (D) 1 71. In a metric space (X, d) for all x and y in X: (A) d,y)=-d(y, ) (B) d(t,y) =0 (C) dt,)=d(x,x) (D) d(x, y)=d (y, x) 72. Find: (A) (B) 3 (C) (D) does not exist 4
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  • Mahendra devanda
    see this
    • cropped4818999149601925616.jpg
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  • Mahendra devanda Best Answer
    See this
    • cropped280606000753811089.jpg
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