The solution set of the inequality (log)10(x2−16)≤(log)10(4x−11) is 4,∞) (b) (4,5) (c) (411,∞) (d) (411,5)

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The solution set of the inequality {({})}_{{{10}}}{({x}^{{2}}-

Question

The solution set of the inequality $(lo g)_{10} (x^{2} - 16) \leq (lo g)_{10} (4 x - 11)$ is $4, \infty)$ (b) $(4, 5)$ (c) $(\frac{11}{4}, \infty)$ (d) $(\frac{11}{4}, 5)$

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Oliver Discussed

The solution set of the inequality

(lo g)_{10} (x^{2} - 16) \leq (lo g)_{10} (4 x - 11)

4, \infty)

(b)

(4, 5)

(c)

(\frac{11}{4}, \infty)

(d)

(\frac{11}{4}, 5)

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Question Text

The solution set of the inequality

(lo g)_{10} (x^{2} - 16) \leq (lo g)_{10} (4 x - 11)

4, \infty)

(b)

(4, 5)

(c)

(\frac{11}{4}, \infty)

(d)

(\frac{11}{4}, 5)