Final answer:
The question is about performing mathematical operations and rounding to the proper significant figures based on the least precise measurement. However, the provided context does not give enough information for a precise calculation, but the concept of rounding is explained in the context of the examples provided.
Step-by-step explanation:
The question posed by the student involves the concept of arithmetical operations and rounding numbers to a specific decimal place, which are mathematical processes. When rounding numbers, it's crucial to determine the level of precision required and identify the significant figures. For instance, if we are dealing with the sum of 2.016 g in the thousandths place and 15.99 g in the hundredths place, the least precise measurement dictates the precision of our final answer. After performing the addition, we obtain 18.006 g. However, the original question does not provide the actual calculation or formula to arrive at the solution of 13 feet in 5 steps. Without proper context or the equation, we cannot provide a factually accurate solution to this.
When rounding to the hundredths place, as instructed in some of the reference information provided, we must look at the third decimal place or the thousandths position. If the digit in the thousandths place is 5 or greater, we round up the value in the hundredths place by one. The references to various measurements and significant figures indicate the importance of understanding and applying the rules of rounding in mathematics, especially when combining measurements with different levels of precision.