1 A sequence of numbers is show The box represents a missing num the sequence. \( 3.795,4.005 \), Which number can be written In th 4.0 : to make the sequence of number order from least to greatest? \( \begin{array}{lll}\text { A } 4.15 & \text { C } 4.03 \\ \text { B } 4.002 & \text { D } 4.037\end{array} \)

To fit the missing number into the sequence \( 3.795, 4.005 \) and maintain the order from least to greatest, we need to analyze the options closely. The number must be greater than \( 4.0 \) but less than \( 4.005 \). Out of the options, both \( 4.002 \) and \( 4.03 \) are greater than \( 4.0 \), but only \( 4.002 \) actually satisfies the order since it is less than \( 4.005 \). To make this decision process easier, one trick is to visualize the numbers on a number line. Placing \( 3.795 \) on the left and \( 4.005 \) on the right allows you to gauge which numbers fall neatly in between. Making a mental map of where the numbers lie helps prevent common mistakes like incorrectly estimating where a number falls between two known values!