A laboratory technician is calculating a volume requirement using the cubic root expression $\sqrt[3]{49}$. The calculator displays 3.65930571... According to the lab's documentation protocol, all results must be rounded to exactly two decimal places. Which of the following is the correctly rounded value the technician should record?

In a laboratory or technical drafting setting, it is crucial to record measurements correctly for documentation. Match each root expression and its full calculator display with the value correctly rounded to two decimal places.

In a laboratory data log, the value of $\sqrt[4]{51}$ is approximated as ${}2.672345\dots$. True or False: To round this value to two decimal places, the hundredths digit (7) remains the same because the thousandths digit is 2, which is less than 5.

A technician is evaluating $\sqrt[3]{49}$ for a quality control log that requires measurements to be rounded to exactly two decimal places. The calculator displays ${}3.6593057\dots$. Arrange the following steps in the correct order to determine the final value the technician should record according to the rounding rules.

Rounding Higher Roots in Engineering Documentation