In this topic we review how to represent the motion of a particle on a straight line. We use this representation to determine the velocity of a particle on the straight line and its acceleration using the first and second derivatives of the position of the particle, respectively. We work through some examples and leave you with some practice
You may also like
In this topic we look at some examples of the exponential function. In particular, exponential growth and exponential decay.
This section takes a practical introduction to the basic transformations of trigonometric functions. We look at how to calculate the amplitude and […]
In this section we look at inequalities and in particular polynomial inequalities. After the idea of a polynomial inequality has been introduced […]
This topic reviews how to find the distance between a point and plane in . Working through example provides an overview of […]