If S={x∈R:((log)0.60.216)(log)5(5−2x)≤0}, then S is equal to (2.5,∞) (b) [2,2.5) (c) (2,2.5) (d) (0,2.5)

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If {S}={{x}{R}:{({({})}_{{{0}.{6}}}{0}.{216})}{({})}_{{5}}{({5

Question

If $S = {x \in R : ((lo g)_{0.6} 0.216) (lo g)_{5} (5 - 2 x) \leq 0},$ then $S$ is equal to $(2.5, \infty)$ (b) $[2, 2.5)$ (c) $(2, 2.5)$ (d) $(0, 2.5)$

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S = {x \in R : ((lo g)_{0.6} 0.216) (lo g)_{5} (5 - 2 x) \leq 0},

then

S

is equal to

(2.5, \infty)

(b)

[2, 2.5)

(c)

(2, 2.5)

(d)

(0, 2.5)

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Question Text

S = {x \in R : ((lo g)_{0.6} 0.216) (lo g)_{5} (5 - 2 x) \leq 0},

then

S

is equal to

(2.5, \infty)

(b)

[2, 2.5)

(c)

(2, 2.5)

(d)

(0, 2.5)