Mathematics, 06.10.2021 21:50 ashbromail

we can 1000n = o(n2) by choosing n0 such that for some constant c> 0, there exits n0 such that 0 ≤ 1000n <= c*n2 for all n >= n0. which of the following is (are) the correct choices of c and n0?

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we can 1000*n = o(n2) by choosing n0 such that for some constant c> 0, there exits n0 such that 0...

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we can 1000*n = o(n2) by choosing n0 such that for some constant c> 0, there exits n0 such that 0 ≤ 1000*n <= c*n2 for all n >= n0. which of the following is (are) the correct choices of c and n0?

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we can 1000n = o(n2) by choosing n0 such that for some constant c> 0, there exits n0 such that 0 ≤ 1000n <= c*n2 for all n >= n0. which of the following is (are) the correct choices of c and n0?