To calculate the area of hysteresis, integration is essential, typically requiring the equations of the curves that form the hysteresis loop. If these equations are not readily available, numerical methods can be employed, such as counting squares on graph paper or using techniques like the Trapezium Rule and Simpson's Rule. Curve fitting can also be performed using software tools or by hand with functions that approximate the curve. For practical applications, least squares regression can help fit a polynomial to data points, aiding in the area calculation. Understanding these methods is crucial for applying calculus to hysteresis analysis effectively.