In this video I go in depth into determining the period of trigonometric functions and show that it is fairly easy to do so. Finding the period of any function if it exists is important since it will make graphing it much easier because you just need to know how the graph looks at the given period and repeat it forever.
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Trigonometry: Examples on Finding the Period of Trig Functions – Part 1
Example 1
y = 2cos(x) + sin(2x)
Solution
Example 2
y = 2cos(x)sin(2x)
Solution
Part 2 (next video)
(3) y = 8cos(3x)sin(1/2x)
(4) y = 3tan(2x)sin(x)