The function,y=x2+ 5 shifts 5 units upward from the parent function. Notice that the vertex ofy=x2+ 5 is (0,5), while the vertex of the parent function is (0,0).
There are quite a few real life situations that can be modelled by a quadratic function in an accurate way. For instance, the motion of a ball, thrown upwards to move under gravity, can be easily modelled by a quadratic equation. Using the model, we can calculate the height of the ball...
Now, we will try to find two function f(x)=x−α & g(x)=x−β such that, ax2+bx+c=f(x)g(x)=(x−α)(x−β)=0 Then, x=α & x=β will be the roots of the quadratic equation. We discuss factorization with an example below. Let, our quadratic equation is x2...
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In this paper a new framework approach to create a mobile augmented reality application was presented. The ability of the framework was tested with the so-called pARabola plotting used to explain the concept of a quadratic function to Mexican undergraduate students. Each stage of the framework was...
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