1. Use the base-2 log table (printed in the lesson) to approximate the value of each exponential expression.
   1. \(2^5\)
   2. \(2^{3.7}\)
   3. \(2^{4.25}\)
2. Use the base-2 log table to find or approximate the value of each logarithm.
   1. \(\log_2 4\)
   2. \(\log_2 17\)
   3. \(\log_2 35\)

Here is a logarithmic expression: \(\log_2 64\).

1. How do we say the expression in words?
2. Explain in your own words what the expression means.
3. What is the value of this expression?

1. What is \(\log_{10}(100)\)? What about \(\log_{100}(10)\)?
2. What is \(\log_{2}(4)\)? What about \(\log_{4}(2)\)?
3. If \(b^2 = a\), then \(b\) is equal to what power of \(a\)?