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What is the length of the unknown side, to the nearest tenth of a centimeter?

A) 3.6 cm
B) 9.4 cm
C) 10.1 cm
D) 5.8 cm
E) 75.4 cm

1 Answer

2 votes

Final answer:

The question about the length of the unknown side lacks context to provide an exact answer. It is a reminder of the importance of measurement accuracy and the capability of a ruler with proper markings to determine measurements down to tenths or hundredths of a centimeter.

Step-by-step explanation:

The question asks for the length of the unknown side, but there isn't enough information provided to give a precise answer. However, the information provided does talk about measurement accuracy and how to estimate measurements using a ruler. When using a ruler, one must consider the smallest division to determine the possible accuracy of the measurement. If the ruler has centimeter and millimeter markings, you can confidently estimate to the tenth place, and possibly to the hundredths place by estimation.

With the bottom ruler described, which lacks millimeter markings, the measurement of an object can only be accurately recorded to the nearest half a centimeter, hence the uncertainty between 2.4 and 2.6 centimeters. On the other hand, with the top ruler that includes millimeter markings, one can estimate the measurement to be 2.55 centimeters, with a smaller uncertainty range due to the additional precision offered by the extra markings.

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