Grade 5 · Geometry & measurement

Data on line plots practice

Data on line plots is a grade 5 math skill aligned to Common Core standard 5.MD.B.2: make a line plot to display a data set of measurements in fractions of a unit (1/2, 1/4, 1/8), and use operations on fractions to solve problems involving the data. Below are 8 practice questions with answers and step-by-step explanations, drawn from the 19 data on line plots problems our math games drill.

CCSS 5.MD.B.219 questions in the bank
Sample questions

Try 8 for free

Question 1easy

A line plot (in cups) shows 2 at 14\tfrac{1}{4}, 1 at 12\tfrac{1}{2}, 1 at 34\tfrac{3}{4}. What is the total amount of liquid?

Multiply each value by its count, then add: total =74= \tfrac{7}{4}.

Question 2easy

A line plot (in cups) shows 3 at 12\tfrac{1}{2}, 1 at 14\tfrac{1}{4}. What is the total amount of liquid?

Multiply each value by its count, then add: total =74= \tfrac{7}{4}.

Question 3easy

A line plot (in cups) shows 2 at 34\tfrac{3}{4}, 2 at 14\tfrac{1}{4}. What is the total amount of liquid?

Multiply each value by its count, then add: total =21= \tfrac{2}{1}.

Question 4easy

A line plot (in cups) shows 2 at 18\tfrac{1}{8}, 2 at 38\tfrac{3}{8}, 1 at 12\tfrac{1}{2}. What is the total amount of liquid?

Multiply each value by its count, then add: total =32= \tfrac{3}{2}.

Question 5easy

A line plot (in cups) shows 2 at 23\tfrac{2}{3}, 2 at 13\tfrac{1}{3}. What is the total amount of liquid?

Multiply each value by its count, then add: total =21= \tfrac{2}{1}.

Question 6easy

A line plot (in cups) shows 4 at 14\tfrac{1}{4}, 2 at 12\tfrac{1}{2}. What is the total amount of liquid?

Multiply each value by its count, then add: total =21= \tfrac{2}{1}.

Question 7easy

Four beakers hold 12\tfrac{1}{2}, 12\tfrac{1}{2}, 14\tfrac{1}{4}, and 34\tfrac{3}{4} liters. If the liquid is shared equally among the 4 beakers, how much is in each?

Total =12+12+14+34=2= \tfrac12+\tfrac12+\tfrac14+\tfrac34 = 2 liters. Shared among 4: 2÷4=122 \div 4 = \tfrac12.

Question 8easy

A line plot shows the lengths of ribbons in inches: 3 ribbons at 18\tfrac{1}{8} and 1 ribbon at 58\tfrac{5}{8}. What is the total length of ribbon?

3×18+58=38+58=88=13 \times \tfrac{1}{8} + \tfrac{5}{8} = \tfrac{3}{8} + \tfrac{5}{8} = \tfrac{8}{8} = 1 inch.

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