Comparing Fractions Review

Four friends ran part of one mile. The table below shows the distance the friends ran. Which two friends ran the same distance?

• Ruth and Nate

• Nate and Valerie

• Valerie and Sam

• Ruth and Sam

Select all

the equivalent fractions that are represented using the number lines above.

• 1/3=2/6

• 2/3=4/6

• 2/3=2/6

• 3/3=6/6

• 1/3=1/6

Which letter has a value of 3/1 on this number line?

• P

• Q

• R

• S

Matthew and Nathaniel each drew a circle and partitioned them into halves. Examine the drawings above. Choose all the statements that correctly describe the drawings.

• Both Matthew and Nathaniel drew circles of the same size.

• Both Mathew and Nathaniel shaded in 1/2 of their circle.

• Mathew’s 1/2 is equal to Nathaniel’s 1/2.

• Mathew’s 1/2 is not equal to Nathaniel’s 1/2 because they each have a different whole.

• Mathew’s shaded part is smaller than Nathaniel’s shaded part.

Which comparison statement and reasoning is correct when referring to the same whole?

• 2/4 < 2/6 because the size of the parts are larger when the denominator is larger.

• 2/4 > 2/6 because the size of the parts are smaller when the denominator is smaller.

• 2/4 > 2/6 because the size of the parts are larger when the denominator is smaller.

• 2/4 = 2/6 because the numerators are the same.

Select all

the fractions that are equivalent to one whole or more.

• 1/8

• 8/8

• 3/1

• 3/6

• 10/1

Which comparison is true?

Daniel shaded these two number lines to model different fractions. Based on the number lines, which comparison is true?

The models shown are the same size and are each divided into equal parts. The models are shaded to show two fractions. Based on the models, which statement is true?

The models shown are the same size and each divided into equal-sized parts. The models are shaded to represent two fractions.

Which statement is true?