Grade 3
Medium
β’ Time & Measurement
Elapsed Time Word Problems & Clock Reading
Solve real-world elapsed time word problems calculating start times, finish times, and total duration in hours and minutes.
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Comprehensive Lesson Guide: Elapsed Time Word Problems & Clock Reading
Mastering Elapsed Time with Open Number Lines
Elapsed time is notoriously tricky for elementary learners because time is based on base-60 (60 minutes per hour) rather than base-10.
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Recommended Strategy: The Mountain, Hill, and Rock Method
- Mountains: Jump by 1 hour (60 minutes).
- Hills: Jump by 10 or 15 minute increments to friendly numbers (e.g., quarter past or half past).
- Rocks: Jump by single minutes to reach the exact target time.
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Example:
- Scenario: Soccer practice began at 3:45 PM and finished at 5:10 PM. How long was practice?
- Jump 1: 3:45 to 4:00 PM (15 minutes).
- Jump 2: 4:00 to 5:00 PM (1 hour).
- Jump 3: 5:00 to 5:10 PM (10 minutes).
- Total: 1 hour and 25 minutes (85 minutes).
Related Math Worksheets
Explore recommended practice worksheets for Grade 3.
6 dots: + 4 = 10
8 dots: + 2 = 10
7 dots: + 3 = 10
5 dots: + 5 = 10
Kindergarten
Ten Frames
Ten Frames Counting & Addition (1β10)
Fill in 10-frame boxes with counters to compose numbers and solve addition within 10.
Draw the line plot.
How much longer is the longest ribbon than the shortest?
What is the combined length of the three half-meter ribbons?
Grade 5
Fraction Line Plots and Measurement Problems
Fraction Line Plots and Measurement Problems
Draw a line plot for the measured lengths. One X represents one ribbon. Use eighths on the number line.
β3/4 + 1/2 = ____
β2.5 β (β4.2) = ____
(β2/3) Γ (β9/4) = ____
Grade 7
Operations with Rational Numbers
Operations with Rational Numbers: Fractions and Decimals
Calculate with signed fractions and decimals. Explain sign rules or model a sum on a number line.
2/5 ____ 4/5
3/8 ____ 3/4
1/2 ____ 1/6
Grade 3
Compare Fractions with Shared Numerators or Denominators
Compare Fractions with Shared Numerators or Denominators
Compare each pair using <, >, or =. Explain using equal-sized wholes and the number or size of the parts.