The playing field is the built up of the game. The longer sides of the field, called the touch lines, are between 100 and 130 yards long, while the shorter ends of the field, called goal lines, are between 50 and 100 yards long. In soccer the theme of rectangles appears within both the field as well as the goal posts. Soccer fields are rectangular and marked off with white lines to show …show more content…
The more time they have analyzing the situation and the more experience will help them. This will help them greatly at scoring a goal quicker. Algebra can help soccer players a lot too. Acquiring knowledge that can be modeled with a quadratic function will also help soccer players. For example, A soccer ball is kicked from the ground. After 2 seconds, the ball reaches its maximum height of 20m. It lands on the ground at 4 seconds. To determine the quadratic function that models the height of that kick you first have to find what the height was at 1 second. Let “x” represent the elapsed time in seconds. Let “y” represent the height in meters. The equation is “y= a(x-h)²+ k”. The maximum height is 20m at the time of 2 seconds, so the vertex is (2,20). To determine the value of “a”, substitute the coordinates of the point that corresponds to the ball hitting the ground, (4,0). The solving for “a” equation is “f(x) = a(4-2)² =20”. The equation is “a=-5”. The quadratic function that models the height of the kick is “f(x)=