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Question
If xϵR, the solution set of the equation
4x+0.57.2x4<0 is equal to
Options:
A .  (2,72)
B .  (−2,∞)
C .  (2,∞)
D .  (−∞,∞)
E .  b2+c2b+c+c2+a2c+a+a2+b2a+b>a+b+c
Answer: Option B
:
B
Put 2x=t and 40.5=412=2
2t27t4<0(t4)(2t+1)<0
12<t<40<2x<22
or (12)<(12)x<(12)2
Since 12<12<x<
xϵ(2,)(b)

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