Michael measured the same table two times. The table was $4$ feet tall the first time and approximately $1$ . $2$ meters tall the second time. Determine which explanation below is the best reason on why the measurements are not the same. $\newline$ A Feet are shorter than meters, therefore more feet are used. $\newline$ B Feet are longer than meters, therefore there are more feet. $\newline$ C Meters are longer than feet, therefore more meters are used. $\newline$ D Meters are shorter than feet, therefore more meters are used. $\newline$ E I don't know yet

Full solution

Q. Michael measured the same table two times. The table was

4

feet tall the first time and approximately

1

2

meters tall the second time. Determine which explanation below is the best reason on why the measurements are not the same.

\newline

A Feet are shorter than meters, therefore more feet are used.

\newline

B Feet are longer than meters, therefore there are more feet.

\newline

C Meters are longer than feet, therefore more meters are used.

\newline

D Meters are shorter than feet, therefore more meters are used.

\newline

E I don't know yet

Convert units: question_prompt: Determine why the measurements of the table in feet and meters are not the same.
Calculate conversion: Step $1$ : Know that $1$ meter is approximately equal to $3.28$ feet.
Compare measurements: Step $2$ : Convert $1.2$ meters to feet by multiplying by $3.28$ . So, $1.2$ meters $\times 3.28$ feet/meter $= 3.936$ feet.
Understand difference: Step $3$ : Compare the two measurements. The first measurement is $4$ feet, and the second measurement after conversion is approximately $3.936$ feet.
Choose explanation: Step $4$ : Since the second measurement in feet ( $3.936$ feet) is less than the first measurement ( $4$ feet), it shows that meters are longer than feet because a smaller number of meters ( $1.2$ ) is equal to a nearly similar but slightly smaller number of feet ( $3.936$ ).
Choose explanation: Step $4$ : Since the second measurement in feet ( $3.936$ feet) is less than the first measurement ( $4$ feet), it shows that meters are longer than feet because a smaller number of meters ( $1.2$ ) is equal to a nearly similar but slightly smaller number of feet ( $3.936$ ). Step $5$ : Choose the best explanation. The correct explanation is C: Meters are longer than feet, therefore more meters are used.