Can you, without using a calculator, arrange these logarithms into order of increasing value?
\(\log_{4} 5\)
\(\log_{2} 5\)
\(\log_{3} 4\)
\(\log_{3} 3\)
\(\log_{3} 5\)
\(\log_{2} 4\)
\(\log_{2} 3\)
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Can you, without using a calculator, arrange these logarithms into order of increasing value?
\(\log_{4} 5\)
\(\log_{2} 5\)
\(\log_{3} 4\)
\(\log_{3} 3\)
\(\log_{3} 5\)
\(\log_{2} 4\)
\(\log_{2} 3\)