91Ó°ÊÓ

To begin, let's first convert all the given values into decimals: 1. \(1\) is already a decimal. 2. \(2.125 \%\) can be converted by dividing by \(100\): \(2.125 \%/100 = 0.02125\). 3. \(-8.4\) is already a decimal. 4. For \(-3 / 2\), we will perform the division: \(-3 \div 2 = -1.5\). 5. \(2\) is already a decimal. After converting, we now have the following decimal values: \(1\), \(0.02125\), \(-8.4\), \(-1.5\), and \(2\).

Now that we have all the decimal values, let's proceed with plotting them on the real number line. 1. Draw a horizontal line, which will represent the real number line. 2. Mark a point in the center of the line and label it as \(0\). 3. Since the decimal values range from \(-8.4\) to \(2\), we will mark the numbers from \(-9\) to \(3\) with equal intervals on the number line. 4. Plot the decimal values: a. Locate \(1\) on the number line and mark the point. b. Locate \(0.02125\) on the number line, which is slightly to the right of \(0\). Mark the point. c. Locate \(-8.4\), which is between \(-8\) and \(-9\). Mark the point. d. Locate \(-1.5\) on the number line, which is between \(-1\) and \(-2\). Mark the point. e. Finally, locate \(2\) on the number line and mark the point. The values have now been successfully plotted on the real number line.