Comparing Fractions Using the Number Line

The video tutorial explains how to use a number line to represent whole numbers and fractions. It provides an example of one fourth to illustrate how fractions are represented. The tutorial then demonstrates how to compare two fractions, 5/6 and 2/3, using the number line, showing that 5/6 is greater than 2/3. The lesson concludes with a summary of the key points covered.

How is a fraction like one fourth represented on a number line?

• By dividing the space between two whole numbers into three equal parts

• By dividing the space between two whole numbers into four equal parts

• By counting five spaces from zero

• By marking a point at the halfway mark between two whole numbers

What is the first step in representing the fraction 5/6 on a number line?

• Divide the space between whole numbers into 5 equal parts

• Count six spaces from zero

• Mark a point at the third space from zero

• Divide the space between whole numbers into 6 equal parts

How do you represent the fraction 2/3 on a number line?

• Divide the space between whole numbers into 3 equal parts and count to two

• Divide the space between whole numbers into 4 equal parts and count to three

• Divide the space between whole numbers into 2 equal parts and count to three

• Divide the space between whole numbers into 6 equal parts and count to two

Which fraction is greater when comparing 5/6 and 2/3 on a number line?

• 2/3 is greater because it is closer to zero

• 5/6 is greater because it is further to the right

• 2/3 is greater because it has a smaller denominator

• They are equal because they are both fractions

What does the position of a fraction on a number line indicate?

• The fraction with the smaller denominator is always to the right

• The fraction with the larger numerator is always to the right

• The fraction further to the right has a larger value

• The fraction closer to zero is larger