Find the solution set of the unequality |3-2x| is smaller than or equal to |x+4|
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Step-by-step explanation:
log3(x+2)(x+4)+log1/3(x+2)<(1/2)log37
Clearly, this is defined for x>−2⇒(i)
⇒log3log(x+2)+log3log(x+4)+log(31)log(x+2)<2121log3log7,[∵log(ab)=loga+logb&logab=logba1]
⇒log3log(x+2)+log3log(x+4)−log3log(x+2)<log3lo
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