Solve for x the equation log9(x3) = log2(8)  Choose the most appropriate option
A) 9
B) 8
C) 7
D) 6
E) 5
log9(x3) = log2(8) : given   log2(23) = 3 : simplify right hand side of given equation.   log9(x3) = 3 : rewrite the above equation   log9(x3) = log9(93) : rewite 3 as a log base 9.   x3 = 93 : obtain algebraic equation from eqaution D.   x = 9 : solve above for x   correct answer 9
<result>A</result>
Solve for x the equation log9(x3) = log2(8)