Learn how to represent the motion on a straight line. From this representation we can derive the velocity of a particle on the straight line and it’s acceleration using the first and second derivatives of the position of the particle, respectively. Practice this with exercises and applications below.
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There are many different centres of a triangle. Learn about four of the main centres of a triangle: the centroid, circumcentre, orthocentre and incentre of a triangle. Practice finding these four centres.