There are a number of patterns in nature – leaves and flowers with similar structures, the ripples on a lake and many more patterns. Mathematicians explain these patterns in nature; to work on mathematical models and understand the basics of geometric shapes and structures.
Sequences and series have applications in predicting the possibility of an event, designing structures and buildings, analysis of real-life situations etc.
Mathematical sequences and series are also used in business and financial analysis to assist in decision-making and find the best solution to a given problem.
There are sequences and pattern we can observe in nature, one such famous sequence is the FIBONACCI sequence.
This sequence is frequently observed in flowers, seashells, pine-cones, hurricanes and in structure of galaxies !!!
|Arithmetic Progression Details||00:00:00|
|Summation of n terms of A.P. Details||00:00:00|
|Properties of A.P. Details||00:00:00|
|Arithmetic Mean Details||00:00:00|
|Geometric Progression Details||00:00:00|
|Summation of n terms of G.P. Details||00:00:00|
|Properties of G.P. Details||00:00:00|
|Geometric Mean Details||00:00:00|
|Harmonic Progression Details||00:00:00|
|Harmonic Mean Details||00:00:00|
|Mean of n numbers|
|A.M. , G.M. , H.M. of n numbers Details||00:00:00|
|Properties related with A.M. , G.M. , H.M. Details||00:00:00|
|Arithmetic Geometric Progression (AGP) Details||00:00:00|
|Special Sequences Details||00:00:00|
|Level 1 Details||00:00:00|