Using the definition of limit (so, without using Arithmetic of Limits), show that i. limn→∞ (3 + 4n) / 3n = 4/3 ii. limn→∞ 3n / (2n + 3) = 3/2
Using the definition of limit (so, without using Arithmetic of Limits), show that i. limn→∞ (3 + 4n) / 3n = 4/3 ii. limn→∞ 3n / (2n + 3) = 3/2
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Using the definition of limit (so, without using Arithmetic of Limits), show that
i. limn→∞ (3 + 4n) / 3n = 4/3
ii. limn→∞ 3n / (2n + 3) = 3/2
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