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The Trapezoidal Rule Evaluating definite integrals by counting squares can be a rather tedious and inexact process. There is a more exact way to estimate the value, using the area of trapezoids. We will use  the trapezoidal rule  to evaluate the definite integral of  with respect to  x , from  x  = 0 to  x  = 6
x   y 0 1 2 3 4 5 6 To find the area of the trapezoids, we need to find the lengths of their bases. We can make a chart: Trapezoid 1: Trapezoid 2: Trapezoid 3: Trapezoid 4: Trapezoid 5: Trapezoid 6:
 
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Textual Evidence in Reading and Writing of SHS
 

Section 1-4 -- Trapezoid Rule

  • 1. The Trapezoidal Rule Evaluating definite integrals by counting squares can be a rather tedious and inexact process. There is a more exact way to estimate the value, using the area of trapezoids. We will use the trapezoidal rule to evaluate the definite integral of with respect to x , from x = 0 to x = 6
  • 2. x y 0 1 2 3 4 5 6 To find the area of the trapezoids, we need to find the lengths of their bases. We can make a chart: Trapezoid 1: Trapezoid 2: Trapezoid 3: Trapezoid 4: Trapezoid 5: Trapezoid 6:
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  • 4.