![]() ![]() Area formulas for each shape are given below. The method used to find the area under a line on a velocity-time graph depends upon whether the section bound by the line and the axes is a rectangle, a triangle or a trapezoid. Use this calculator to find the square footage, square inches, square yardage, square meters or acres for a building, home, garden or construction project. This area takes on the shape of a trapezoid can be calculated using the appropriate equation. The shaded area is representative of the displacement during from 2 seconds to 5 seconds. This area takes on the shape of a triangle can be calculated using the appropriate equation. The shaded area is representative of the displacement during from 0 seconds to 4 seconds. This area takes on the shape of a rectangle can be calculated using the appropriate equation. The shaded area is representative of the displacement during from 0 seconds to 6 seconds. Our rectangle calculator has the following formulas implemented: For the area of a rectangle: A a × b. The diagram below shows three different velocity-time graphs the shaded regions between the line and the time-axis represent the displacement during the stated time interval. For velocity versus time graphs, the area bound by the line and the axes represents the displacement. ![]() In this part of the lesson, we will learn how a plot of velocity versus time can also be used to determine the displacement of an object. As learned in an earlier part of this lesson, a plot of velocity-time can be used to determine the acceleration of an object (the slope). ![]()
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