lesson
Calculating Distance Travelled from Rectangular and Triangular Areas
Calculate the distance travelled from a velocity-time graph by splitting the area into rectangles and triangles.
Updated 1 month ago · 5 views
Premium Lesson
This lesson is part of a track
Public learning track
Acceleration, Velocity-Time Graphs and Free Fall
12 lessons
Goal
Calculate acceleration, interpret velocity-time graphs, and calculate distance travelled using enclosed area.
12 lessons
0 of 12 done
- Defining Acceleration as the Rate of Change of VelocityUp next
- Calculating Acceleration and Deceleration Using FormulaeNot started yet
- Acceleration in Free Fall Near Earth's SurfaceNot started yet
- Interpreting Velocity-Time Graphs: Slopes and Horizontal LinesNot started yet
- Calculating Acceleration from Velocity-Time DataNot started yet
- Calculating Distance Travelled from Rectangular and Triangular AreasYou are here
- Calculating Distance from Trapezium Areas on Velocity-Time GraphsNot started yet
- Estimating Distance on Curved Velocity-Time Graphs by Counting SquaresNot started yet
- Motion Graphs: Distance-Time and Velocity-TimeNot started yet
- Terminal Velocity in Fluids: Skydiver Velocity-Time GraphsNot started yet
- Working Scientifically: Measuring g Using Light Gates and Drop ApparatusNot started yet
- Exam-Style Velocity-Time Graph CalculationsNot started yet
Learning standards covered
UK-GCSE-SCIENCE-PHYS-FM-04General Certificate of Secondary Education (GCSE) · Science · 10th GradeUses of mathematics
UK-GCSE-SCIENCE-PHYS-FM-04-03General Certificate of Secondary Education (GCSE) · Science · 10th Gradeinterpret enclosed areas in velocity-time graphs (4a, 4b, 4c, 4d, 4f)
Open Global Standard:OGS.12.PS1.2
OGS.12.PS1.2