Evaluate Logarithms (Level 1) Question What is the value of log_(2)128 Answer Allemptiontofs square

To evaluate the logarithm $\log_{2}128$, we need to find the power to which 2 must be raised to get 128.<br /><br />We can rewrite 128 as a power of 2:<br />$128 = 2^7$<br /><br />Now, we can use the definition of logarithms to find the value of $\log_{2}128$:<br />$\log_{2}128 = \log_{2}(2^7)$<br /><br />Using the property of logarithms that $\log_{b}(b^x) = x$, we have:<br />$\log_{2}(2^7) = 7$<br /><br />Therefore, the value of $\log_{2}128$ is 7.