Lumberjack Admission Test 2

Algebra Level pending

Have you been studying for your LAT's? Well, this shall decide whether you join the club or not. Let's go!

If

\(\begin{cases} \log _{ x+a }{ x } \le \log_{a}{x^2},a>0,a\neq 1 \\ \frac { 2+\log_{3}{y} }{ y-1 } <\frac { 6}{ 2y-1 } \end{cases}\)

and

\(x>L\) when \(a>1\); \(U<x\le \sqrt { a}-a\) and \(M-a<x\le B\) when \(0<a<1\),

and

\(E \le y \le R\),

evaluate

\(L+U+M+B+E+R\)

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