Equivalent Fractions Math Test (Retest)

Jayden used 20 colored tiles to make a design above his stove. 15/20 of his tiles were green. What is an equivalent fraction for the green tiles?

• 1/2

• 5/10

• 2/3

• 3/4

Chloe and Jess each made brownies with the same size pan. Chloe’s family ate 1/3 of her pan and Jess’s family ate 2/9 of her pan. Draw a model and shade in the amount that each family ate. Write a statement comparing the fractions.

• 1/3 > 2/9

• 1/3 < 2/9

• 1/3 = 2/9

The table shows the fraction of months in a year that four friends went fishing:

Aaliyah: 1/2

Blaine: 3/4

Chasity: 2/3

Gary: 4/6

Blaine said he went fishing more months than Gary. Is Blaine CORRECT ? Explain your answer.

Which of the fractions is equivalent to 4/6 ?

• 1/2

• 3/5

• 2/3

• 3/4

Which symbol (<, >, or =) makes the following sentence TRUE?

2/3 _____ 7/12

• 2/3 > 7/12

• 2/3 < 7/12

• 2/3 = 7/12

Which sentence is TRUE?

• 1/4 < 3/8

• 2/4 > 7/9

• 1/6 > 3/12

• 1/7 > 2/2

Ingrid and her brother went to a parade where they were throwing out

candy. The picture shows Ingrid’s candy bar (Hershey's) on top and her brother’s candy bar (Baby Ruth) on the bottom.

Their mom told them they could each eat only one-half of their candy bar before dinner.

Will they be eating the same amount of candy bar ? Why or why not ? Explain.

Anthony ordered a small pizza. It was cut into 4 pieces, and he ate 2 of them.

His brother Deon ordered a medium pizza and ate 4 of the 8 pieces.

Anthony says they both ate the same amount because 2/4 and 4/8 both equal 1/2.

Is Anthony CORRECT ?

Ms. Winston, Ms. Smith, and Ms. Kwan each have equally sized pie for their class.

Ms. Winston's pie is cut into fourths, and Ms. Smith’s pie is cut into eighths.

Ms. Winston’s class ate 3/4 of her pie.

Ms. Smith's class ate 6/8 of her pie.

Ms. Kwan's pie was cut into equal-sized pieces.

Ms. Smith said her class ate the SAME fraction of a whole pie as Ms. Winston's class. Is she CORRECT ? Explain why or why not.

Ms. Winston, Ms. Smith, and Ms. Kwan each have equally sized pie for their class.

Ms. Winston's pie is cut into fourths, and Ms. Smith’s pie is cut into eighths.

Ms. Winston’s class ate 3/4 of her pie.

Ms. Smith's class ate 6/8 of her pie.

Ms. Kwan's pie was cut into equal-sized pieces.

Ms. Kwan's class ate the same amount of pie as Ms. Smith's class, but ate more pieces than both Ms. Winston and Ms. Smith's classes.

What fraction of a pie could Ms. Kwan's class have eaten ?