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Try yourself:The smallest integer n for which 4^{n} ＞ 17^{19} holds, is closest to

[2018]

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Try yourself:The smallest integer n such that n^{3} - 11n^{2} + 32n - 28 ＞ 0 is

(TITA 2018)

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*Answer can only contain numeric values

Try yourself:If a and b are integers such that 2x^{2} − ax + 2 ＞ 0 and x^{2} − bx + 8 ≥ 0 for all real numbers x, then the largest possible value of 2a − 6b is

(TITA 2018)

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*Answer can only contain numeric values

Try yourself:For how many integers n, will the inequality (n – 5) (n – 10) – 3(n – 2) ≤ 0 be satisfied?

(TITA 2017)

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